When you park on a hill, the direction your front wheel are pointed determines which direction your car will roll if the brakes fail
Option D is correct.
Adjust your front tires so that, in the event of a brake failure, all front wheels are always pushed away from or lightly contact the curb if there is no curb.
When you park on a hill, which direction is influenced by where you look?When going uphill and coming close to a curb, turn the front tires against the curb. and make use of the curb as a barrier by letting your car slowly drift backward until the left rear wheel is resting there.
On a hill, how do you park gradually?Turn the wheels to the curb.
Turn your vehicle away from the curb when parking uphill. Turn them so that they are facing the curb if you are parking downhill. Step on the brake while the vehicle is in neutral, then fully rotate the steering wheel in the desired direction.
Question incomplete:
When you park on a hill, the direction your ____ are pointed determines which direction your car will roll if the brakes fail.
A. Side mirror
B. doors
C.rear wheels
D.front wheels
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What do you mean by the density of ice is 920 kg/m3 ?
Explanation:
The density of ice is given by the mass/volume of a given amount of ice so what they simply mean is that when a particular cup filled with ice is weighed for it's mass and measured for it's volume and further divided by each other you are going to get 920 kilograms per meter cube
The height of a rocket, launched from the ground, is given by the function y = 30t - 5t2, where y is in meters and t is in seconds. An observer is sitting at ground level a distance d from the launch point. If r is the distance between the observer and where the rocket is, show that dr/dt = ((30t - 5t2)(30 - 10t)) / sqrt((30t - 5t2)2 + d2)
Rate of change of r with respect to time is ((30t - 5t^2)(30 - 10t)) / sqrt((30t - 5t^2)^2 + d^2)
What is projectile?Projectile is an object that is propelled by the application of external force and then moves freely under the influence of gravity and air resistance.
Given, height of the rocket is, y = 30t - 5t^2, and distance between the observer and the rocket is r.
As, r = sqrt(d^2 + (y - 0)^2)
So, r = sqrt(d^2 + (30t - 5t^2 - 0)^2)
r = sqrt(d^2 + (30t - 5t^2)^2)
Then, dr/dt = (d^2 + (30t - 5t^2)^2)^(1/2) (2(30t - 5t^2)(-10t + 30)) / (2(d^2 + (30t - 5t^2)^2)^(1/2))
So, dr/dt = (30t - 5t^2)(30 - 10t) / sqrt((30t - 5t^2)^2 + d^2)
Therefore, rate of change of r with respect to time is ((30t - 5t^2)(30 - 10t)) / sqrt((30t - 5t^2)^2 + d^2).
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Electric dipole field] A positive point charge and a small electric dipole are arranged as shown in the figure. a) Find the exact formula for the total force exerted on the dipole by the charge Q. b) Derive an approximate formula for d« r. You should find that the force varies as x-3. [Use the Taylor expansion] c) What would be different if the dipole were oriented the other way? Give a qualitative explanation. Q -4 +9 X d
F = F1 - F2 = kQq/x^2 - kQ(-q)/x^2 = 2kQ*q/x^2
The force varies as x-3, since the second term is proportional to (d/x)^2 and the third term is proportional to (d/x)^4.
The force on the charges would still be attractive, but the direction of the force would be opposite to the current one.
What is dipole and derive the formula for total force?a)Coulomb's law, which states that the force a point charge exerts on another point charge is proportional to the product of the charges and inversely proportional to the square of the distance between them, can be used to determine the total force Q exerts on the electric dipole.The electric dipole consists of two point charges: a positive charge +q and a negative charge -q, separated by a small distance 2d.The force exerted on the positive charge by the charge Q is given by Coulomb's law as:F1 = kQq/x^2The force exerted on the negative charge by the charge Q is also given by Coulomb's law as:F2 = kQ(-q)/x^2The net force exerted on the dipole is the vector sum of the forces on the individual charges.F = F1 - F2 = kQq/x^2 - kQ(-q)/x^2 = 2kQ*q/x^2Where k is Coulomb's constant = 1/4πε, q is the magnitude of the charge on each point charge, x is the distance between the charge Q and the center of the dipole.b) To derive an approximate formula for d«r, we can use a Taylor series expansion of the function 2kQ*q/x^2.2kQq/x^2 = 2kQq*(1 - (d/x)^2 + (d/x)^4 - (d/x)^6 + ...)The first term (2kQ*q) is the force when the dipole is at point x = 0. The second term is the correction due to the displacement of the dipole along x-axis. The third term is the correction due to the displacement of the dipole along y-axis, and so on.The force varies as x-3, since the second term is proportional to (d/x)^2 and the third term is proportional to (d/x)^4.c) If the dipole were oriented the other way, the direction of the force would be reversed, but the magnitude of the force would be the same. The force on the charges would still be attractive, but the direction of the force would be opposite to the current one.To learn more about electric dipole refer:
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Two spheres have identical charges and are 0.75 m apart. The force between them is
+0.30 N. What is the magnitude of the charge on each sphere?
What can you tell about the charge signs on the spheres?
Like charges repel other like charges, and unlike charges attract, according to Coulomb's theory of the electric force for charges in a resting state.
What is Coulomb's law in simple terms?The characteristics of the electric force for charges in a resting state, according to Coulomb, are as follows: The opposite of a charge's attraction is the opposite of its repellency. Therefore, a positive charge attracts a negative charge, whereas two negative charges repel one another.
The charge on each sphere has a magnitude of 4.33 10(-6) C.
We receive;
r = 75 cm = 0.75 m, the distance between the centres of two spheres.
The force between the charges is F = 0.3 N.
The equation for the force between charges is F = (kq1q2)/r2.
Where;
k is a constant and equals 9 10(9) N.m2/C2.
The charges are equivalent, hence q1 = q2 = q.
Thus;
F = kq²/r²
q = √(Fr²/k)
q = √(0.3 × 0.75²/(9 × 10^(9))
q = 4.33 × 10^(-6) C
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A bar is hung from the ceiling by its center. On one side a block with a mass of 33kg is hanging 1.5m away from the center, on the other side of the bar a second block is hanging 2.1 from the center. Calculate the mass of the second block.
The mass of the second block is 118.6.
The tension of a hanging mass can be determined in what ways?The equation T = mg + ma is used to determine the force of tension, as we are aware.A net torque about the axis is created when the individual torques combine. The net torque about the specified axis is the sum of the individual torques when the proper sign (positive or negative) is applied to the magnitudes of the individual torques about the specified axis: →τnet=∑i|→τi|.Tension is equal to 2g(m1)(m2)/(m2+m1) for a system with two masses suspended from a vertical pulley, where "g" denotes the gravitational acceleration and "m1" and "m2" denote the masses of the objects.Explanation:
T = 33*1.5 + 33*2.1
= 49.5 + 69.1
= 118.6.
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The freezing point of t-butanol is 25.50oC and Kf is 9.1oC .kg/mol. Usually t-butanol absorbs water on exposure to air. If the freezing point of a 10.0-g sample of t-butanol is 24.59oC, how many grams of water are present in the sample?
The freezing point of t-butanol is 25.50oC and Kf is 9.1oC, mass of the water in the solution is calculated as -0.018 g.
What is freezing point?The temperature at which liquid freezes, and thee solid and liquid phases are in equilibrium is called freezing point.
ΔTf = Kf * molality
ΔTf is the change in freezing point, Kf is freezing point depression constant, and molality is the number of moles of solute per kilogram of solvent.
ΔTf = 24.59oC - 25.50oC = -0.91oC
Given, Kf = 9.1oC .kg/mol
molality = ΔTf / Kf = -0.91oC / 9.1oC .kg/mol = -0.1 mol/kg
moles solute = molality x mass solvent (kg) = -0.1 mol/kg x 10 g/1000 kg = -0.001 moles
mass water = moles water x molar mass water = -0.001 moles x 18.02 g/mol = -0.018 g
The mass of the water in the solution is -0.018 g, however it is a negative value which is not possible. This is likely due to experimental error or impurities in the solvent.
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use least squares regression to fit a 0th degree polynomial to the following data: where . what is the 0th degree polynomial solution?
A polynomial with zero coefficients is one that has all of its components equal to zero. In other words, the degree of a zero polynomial seems to be either undefined or set to -1.
What does the 0 in a polynomial mean?
The zeros of a polynomial, p(x), are all x-values that make it equal to zero. They intrigue us for a number of reasons, such as the fact of they reveal the polynomial's x-intercepts on the graph. We will also see that they are related to a polynomial's factors.
What exactly is a quadratic of degree zero?
When all of the factors in a polynomial have degrees of 0, it is said to have zero degrees. Examples include 6 x 0 & 9 a 0.Therefore, any number is an usually negligible polynomial, whether it is positive or negative.
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Complete question
Is there a way, given a set of values (x,f(x)), to find the polynomial of a given degree that best fits the data?
I know polynomial interpolation, which is for finding a polynomial of degree n given n+1 data points, but here there are a large number of values and we want to find a low-degree polynomial (find best linear fit, best quadratic, best cubic, etc.). It might be related to least squares...
More generally, I would like to know the answer when we have a multivariate function -- points like (x,y,f(x,y)), say -- and want to find the best polynomial (p(x,y)) of a given degree in the variables. (Specifically a polynomial, not splines or Fourier series.)
Both theory and code/libraries (preferably in Python, but any language is okay) would be useful.
assume we had accidentally submerged our cube in such a fashion that a few mm of the cube were actually above the surface of the water. which of the following describes the effect of this poor experimental technique?
The following describes the effect of this poor experimental technique- "the pressure inside the box is lower on top than it is at the bottom. The sides balance one another out, making them equal."
What is pressure?The force applied perpendicularly to an object's surface per unit area over which that force is distributed is known as pressure. In comparison to the surrounding pressure, gauge pressure is the pressure. Pressure is expressed using a variety of units. Pressure is the term for the force acting on a unit area of a surface. It operates perpendicular to the surface being applied pressure to. Pressure is a force and the space that it acts in. Greater force results from smaller area. The concept of pressure is crucial to fluid mechanics and is used to describe a gas's energy in the ideal gas law, among many other physical applications.
Here,
The following describes the effect of this poor experimental technique- "On top of the box, there is less pressure than there is at the bottom. The sides are equal because they counterbalance one another."
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WILL MARK BRAINLIEST!!!!!!! There is charge -6.67X10^-9 in a cork ball of mass 0.1kg. From what distance an object with +6.53X10^-9C charge can keep the ball in equilibrium in space?
Answer:
The distance at which an object with a charge of +6.53x10^-9 C can keep the cork ball in equilibrium is 2.019mm.
Explanation:
To find the distance at which an object with a charge of +6.53x10^-9 C can keep the cork ball in equilibrium, we need to use Coulomb's Law, which states that the force between two charges is directly proportional to the product of the charges and inversely proportional to the square of the distance between them. The formula for Coulomb's Law is F = k*(q1*q2)/r^2, where k is the Coulomb constant, q1 and q2 are the charges, and r is the distance between them.
Since the cork ball is in equilibrium, the net force on it is zero, so the force from the +6.53x10^-9 C charge must be equal in magnitude but opposite in direction to the force from the -6.67x10^-9 C charge. Therefore, we can set up the following equation:
k*(6.53x10^-9 C*(-6.67x10^-9 C))/r^2 = 0
Solving for r, we get:
r = sqrt(k*(6.53x10^-9 C*(-6.67x10^-9 C)))
Since the Coulomb constant, k, is equal to 9x10^9 Nm^2/C^2, we can substitute that in and simplify:
r = sqrt((9x10^9 Nm^2/C^2) * (6.53x10^-9 C*(-6.67x10^-9 C)))
r = sqrt((9x10^9 Nm^2/C^2) * (6.53-6.67x10^-18 C^2))
r = sqrt((9x10^9 Nm^2/C^2) * (-44.2471x10^-18 C^2))
r = sqrt((9x10^9 Nm^2) * (-44.2471x10^-18))
r = sqrt(-4.078239x10^-8 N*m^2)
So the distance is:
r = 2.019x10^-4 m or 2.019mm
Please note that this is an approximate value and I have used the Coulomb constant, k, as 9 x 10^9 Nm²/C² which is a close approximation of the true value.
a 1.2-kilogram block and a 1.8-kilogram block are initially at rest on a frictionless, horizontal surface. when a compressed spring between the blocks is released, the 1.8-kilogram block moves to the right at 2.0 meters per second, as shown.
The speed of the 1.2-kilogram block after the spring is released is -3m/s. The sign indicates that this block moves left direction.
What are the law of conservation of momentum's three rules?Conservation of momentum stipulates that the centre of mass's mass times velocity stay unchanged. Conserving Angular Momentum, the system's overall angular momentum is constant. The Third Law of Newton Even though all internal forces exist in pairs that operate in opposition to one another, the system can't generate any net forces.
m1 => 1.2Kg; v1 = 0m/s ; v2 = 0m/s (sincce, it initially at rest)
m2 => 1.8Kg
v2'= 2m/s
The law of conservation of momentum:
m1v1 + m2v2 => m1 v1' + m2v2'
0 => 1.2 x v1' + 1.8 x 2
v1' => -(3.6)/1.2
=> -3m/s
How fast can the block go at its most?When the spring approaches its equilibrium length, all of the stored energy in the spring is converted to kinetic energy, and the block accelerates to its maximum speed. Since the item is at rest, Ki = 0. Since there is no friction, Wnc = 0.
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A 1.2-kilogram block and a 1.8-kilogram block are initially at rest on a frictionless, horizontal surface. when a compressed spring between the blocks is released,the 1.8-kilogram block moves to the right at 2.0 meters per second, as shown. what is the speed of the 1.2-kilogram block after the spring is released?
Athin hoop of mass M. radius R. and rotational inertia MR is released from rest from the top of the ramp of length Labove. The ramp makes se angle with respect to a horizontal tabletop to which the ramp is fixed. The table is height H above the floor. Assume that the hoop rolls without slipping down the ramp and across the table. Express all algebraic answers in terms of given quantities and fundamental constants. (a) Derive an expression for the acceleration of the center of mass of the hoop as it rolls down the ramp. (b) Derive an expression for the speed of the center of mass of the hoop when it reaches the bottom of the ramp. (c) Derive an expression for the horizontal distance from the edge of the table to where the hoop lands on the floor (d) Suppose that the hoop is now replaced by a disk huving the same mess M and radius R. How will the distance from the edge of the table to where the disk lands on the floor compare with the distance determined in part te) for the hoop? Less than The same as Greater than Briefly justify your response
Derive an expression for the speed of the center of mass of the hoop when it reaches the bottom of the ramp.
What is meant by speed ?
Speed is what it means. the speed at which an object's location changes in any direction. The distance traveled in relation to the time it took to travel that distance is how speed is defined.Velocity is the pace and direction of an object's movement, whereas speed is the time rate at which an object is travelling along a path. In other words, velocity is a vector, whereas speed is a scalar value.The pace at which a distance changes over time is referred to as speed. It has a dimension of time-distance. As a result, the fundamental unit of time and the basic unit of distance are combined to form the SI unit of speed. Thus, the metre per second (m/s) is the SI unit of speed.To learn more about speed refer to
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Lauren feels a cold coming on, and her friend recommends taking a high dose vitamin C supplement. But Lauren isn't just taking her friend's word for it. Before she takes a supplement, she wants to at least be sure it's safe. Which of the following DRI values would assist Lauren in determining the highest amount of the supplement that would be safe for her to consume? Estimated Average Requirement (EAR) Acceptable Macronutrient Distribution Range (AMDR) Recommended Dietary Allowance (RDA) Tolerable Upper Intake Level (UL)
The term "tolerable upper intake level" (UL) refers to the maximum daily food intake that is most likely to not put almost all members of the general population at risk for negative health impacts.
Which 4 dietary reference intakes are there?
The recommended intakes, also known as the dietary reference intakes (DRIs), also comprise the adequate intake (AI), the tolerable upper intake level (UL), and the estimated average requirement (EAR).
What are the six main dietary requirements?
These fundamental processes let us to move, expel waste, breathe, grow, and reproduce as well as sense and react to our surroundings. The body needs nutrients from six different classes in order to function and maintain general health.
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when a wheel is rolling without slipping, the magnitude of its velocity relative to the ground is greatest at____ the point incontact with the ground.
the point at thecenter of the wheel.
the point at thetop of the wheel opposite to the point in contact with theground.
the pointfarthest forward from the center of mass of the wheel.
the pointfarthest behind the center of mass of the wheel.
The point just above the wheel and not in direct contact with the soil has the highest velocity in respect to the ground when such wheel is spinning without slipping. magnitude
What do you mean by magnitude?The simplest definition of magnitude in physics is "distance or quantity." In either a relative or absolute meaning, it displays the size or motion of an object. In physics, a size or a length is frequently described magnitude.
How does magnitude get measured?Charles F. Richter created the Richter scale, the first commonly utilized technique, in 1934. It did so by applying a formula that took into account the length between the earthquake as well as the seismometer as well as the size of the greatest wave ever recorded on a particular kind of seismometer.
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As you travel down the highway in your car, an ambulance approaches you from the rear at a high speed (Figure) sounding its siren at a frequency of 500 Hz. Which statement is correct? (a) You hear a frequency less than 500 Hz. (b) You hear a frequency equal to 500 Hz. (c) You hear a frequency greater than 500 Hz. (d) You hear a frequency greater than 500 Hz, whereas the ambulance driver hears a frequency lower than 500 Hz. (e) You hear a frequency less than 500 Hz, whereas the ambulance driver hears a frequency of 500 Hz.
A fixed distance away from the siren, the ambulance driver can hear the siren's true frequency. A frequency higher than the real 500 Hz will be audible to you because of the shrinking distance between you and the siren.
what is frequency?The quantity of waves passing a fixed place in a unit of time is known as the frequency in physics. A body in harmonic oscillator undergoes how many cycles or vibrations in one unit of time, according to this definition.
How do you determine frequency?Divide the quantity of times the event happens over the period of time to determine the frequency. Example: Anna divides the time by the quantity of page clicks (236). (one hour, or 60 minutes). She discovers that her clickthrough rate is 3.9 per minute.
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find $m\angle jkm$ . triangle j k l is shown. the measure of angle j is 3 x degrees. the measure of angle l is 41 degrees. the measure of external angle j k m is equal to 4 x plus 9 degrees.
The angle of ∠JKM is 148 degrees when given that the angle J is 3 times the angle JKL and the measure of angle L is 41degrees.
Given the angle J is = 3 x ∠JKL = 3x
Let the angle K = x degrees
The angle of ∠L = 41degrees
The measure of external angle ∠JKM = 4x+9 degrees
The measure of external angle is equal to the sum of angles opposite to that angle inside a triangle.
Then ∠JKM = ∠J + ∠L
The sum of all angles in a triangle = 180 degrees
3x + x + 41 = 180
x = 34.75degrees
Thus the angle JKM and J = 34.75degrees
So, we know that 4x+9 = 4 x 34.75 + 9 = 148degrees.
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For the beam shown, determine (a) the maximum tensile and compressive bending stresses, (b) the maximum shear stress due to shear force V, and (c) the maximum shear stress in the beam. Plot the bending stress and the shear stress profiles.
The maximum tensile and compressive bending stresses in the beam are 5294 psi and -7456 psi, respectively. The neutral axis's maximum shear stress is 25350, which is induced by V at B, is 1875 psi.
The maximum shear stress measured in the beam is 3728 psi. Shear stress is the portion of a stress that is parallel to the cross section of a material. It is brought on by the shear force, a component of the force vector that is perpendicular to the cross section of the material. When a material is under compression, a compressive stress is being applied to it.
-18000(2.5)/8.5 = 5294 psi is the highest tensile bending stress.
Maximum compressive bending stresses are 25350(2.5)/8.5, which equates to -7456 psi.
Maximum bending force = 7456/2 = 3728 psi
Maximum shear stress = 3900(13) - 300(13)(13/2)
Maximum shear stress = 25350
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the measure of how hot or cold an object is relative to another is its _____ , whereas ____ is the energy that flows between two objects.
Temperature is the comparison of one thing to another to determine how hot or cold it is, whereas heat is the energy transfer between two objects.
The degree to which an object is hot or cold is measured by its temperature. A thing's temperature describes how hot or cold it is. You check your temperature to see if it is higher than usual when you suspect you might have a fever. In terms of excitement, temperature can also signify hotness or coolness. Heat is the result of the movement of kinetic energy within a material or an item, or from an energy source to a material or an object. Radiation, conduction, and convection are the three mechanisms through which such energy can be transferred.
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A student swings a ball at the end of a string of length R in a vertical circle as shown. The ball moves with the minimum speed necessary to complete a circular path at point 1. Consider the system of the ball. In terms of the mechanical energy of the system, which of the following claims is correct, and why? The system is open, because the ball is able to complete a full revolution around the circle. B The system is open, because a net force is exerted on the ball as it travels in a circle. C The system is closed, because the ball is able to complete a full revolution around the circle. The system is closed, because the speed of the ball remains constant as it travels in the vertical circle.
Previous question
Because a net force is applied to the ball as it travels in a circle, the ball moves at the slowest possible speed to complete a circular path when the system is open.
What does circular motion refer to?The radius of rotation is constant in circular motion, a special case of curvilinear motion. There is an acceleration in this instance toward the cente of 2r. As a result, the centripetal force, which pushes in the direction of the center, is created. The centrifugal reaction is how this force is reacted to.
Describe circular motion with an example.Circular motion is defined as the movement of a body in a circle. Circular motion involves a continuous change in the direction of motion.
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at the time a cup of chili is served, its temperature is 170 degrees fahrenheit. the chili's temperature is modeled by the function c, where c(t) is measured in degrees fahrenheit and t is measured in minutes. the rate at which the temperature of the chili is decreasing is given by c(t)
The rate at which the temperature of the chili is decreasing is given by
c(t)=[tex]22e^{-0.05t^{2} }[/tex] is 77.267⁰ F.
What do you mean by rate of change of temperature?The rate of change of temperature, also known as the temperature gradient, is a measure of how quickly the temperature of a system is changing at a given point in space and time. It is typically measured in units of degrees Celsius per second or degrees Fahrenheit per second. The temperature gradient is a vector quantity, with the direction of the gradient pointing in the direction of the greatest temperature change. The magnitude of the gradient is a measure of how quickly the temperature is changing in that direction. The rate of change of temperature can be positive, negative, or zero. A positive rate of change of temperature means that the temperature is increasing, a negative rate of change of temperature means that the temperature is decreasing
Rate of change of temperature over 0 [tex]\leq[/tex] t [tex]\leq[/tex] 5.
[tex]\int\limits^5_0 {c(t)} \, dt = 22\int\limits^5_0 {e^{0.05t^{2} } } \, dt[/tex]
using numerical integration we get value of
[tex]\int\limits^5_0 {e^{0.05t^{2} } } \, dt=3.51211\\\int\limits^5_0 {c(t)} \, dt= 22* 3.51211=77.26657= 77.267^{0} F[/tex]
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A torsion pendulum is used as the timing element in a clock as shown. The speed of the clock is adjusted by changing the distance of two small disks from the rotation axis of the pendulum. If we adjust the disks so that they are closer to the rotation axis, the clock runs: a. Faster b. Slower C. No change in speed
If we adjust the disks so that they are closer to the rotation axis, the clock runs slower. So correct option is b.
What do you mean by rotation?All of the particles within an object move in a circular motion around an axis of rotation when the item rotates or is said to have a rotational motion. Consider a bicycle wheel as an example, with the axle serving as the axis of rotation. This is the most basic form of rotational motion. The rotation of ceiling fans, merry-go-rounds, and the earth around its axis are more examples.
A torsion pendulum is a device that consists of a weight attached to a thin rod or wire that is free to rotate about its axis. The speed of the clock is adjusted by changing the distance of two small disks from the rotation axis of the pendulum.
When the disks are closer to the rotation axis, the moment of inertia of the pendulum decreases, which means that the pendulum has less resistance to rotation. This causes the pendulum to rotate more slowly, which results in a slower clock.
On the other hand, if we moved the disks away from the rotation axis, the moment of inertia would increase, making the pendulum more resistant to rotation, thus causing it to rotate more quickly and the clock to run faster.
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true/false. the best example of a shortage is limited amounts of group of answer choices water available for irrigating a crop trees available to manufacture paper towels food available because the trucks carrying it are on strike coal available at a mine due to natural resources running out
The given statement is True. The best example of a shortage is limited amounts of water available for irrigating a crop.
What is irrigating?Irrigating is a type of agricultural practice that involves providing water to plants and crops. The practice of irrigation includes supplying water to land for the purpose of growing crops, increasing crop yields, and maintaining soil fertility.
Irrigation systems help promote efficient use of already-scarce water resources, minimize losses from evaporation, and reduce water wastage. Common irrigation techniques are sprinkler, drip, and surface irrigation. Sprinkler irrigation involves the spraying of water from sprinklers over the crop fields. Drip irrigation is a method of delivering water directly to the root zone of the plant, while surface irrigation is the most common type of irrigation, which involves the spreading of water over the soil surface.
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write a statement that describes the relationship between the force you applied to the spring and the extent to which it was compressed
The amount of force applied to the spring is directly proportional to the extent to which it is compressed. As more force is applied,the spring will compress more as less force is applied,the spring will compress less.
What is force?Force is an influence that causes a physical object to change its motion, direction, or shape. It can be thought of as a push or pull on an object. Force is measured in terms of magnitude, direction, and point of application. Magnitude refers to the amount of force applied, direction refers to the direction in which the force is applied, and point of application refers to the location on an object to which the force is being applied. Some examples of forces include gravity, friction, magnetism, and electricity. All of these forces are at work in the world around us. Force can be used to create motion, change direction, and change shape.
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a stone of mass m is dropped and falls freely under the influence of gravity. ignoring any effects of air resistance, which one of the following expressions gives the momentum of the stone as a function of time t? the local acceleration due to gravity is g. a gt b 1/2 gt2 c 1/2 mgt2 d mg e mgt
The correct answer is b) m gt. When a stone of different mass Is dropped, it falls freely due to gravity.
Describe mass in mathematics with an example.
The amount of material that make up every object or body is the greatest way to understand mass. Everything that we can see has mass. Examples of objects with mass include a table, any chair, your bedroom, a football, weight glass, and even air.
As we know:
v = u + at
=> v = 0 + gt = gt
Hence change in momentum = ∆mv
=> ∆P = m∆v
=> ∆P = m (v-u)
=> ∆P = m gt
How does physics quantify mass?
The unit of measurement for mass, or mass in kilograms, is matter. A bird's bulk remains constant. No matter where you weigh something—on Heaven, the Moon, or Mars—it always weighs 15 grams.
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Complete question
A stone of mass m is dropped and falls freely under the influence of gravity. Ignoring air resistance, which of the following expressions given the momentum of the stone as function of time t? (Pleas show all work)
a) (1/2) mgt²
b) m gt
c) (1/2) gt²
d) gt
t (minutes) 0 4 9 15 20 W t( ) (degrees Fahrenheit) 55.0 57.1 61.8 67.9 71.0The temperature of water in a tub at time t is modeled by a strictly increasing, twice-differentiable function W, where W t( ) is measured in degrees fahrenheit and t is measured in minutes. At time t = 0, the temperature of the water is 55 F. ° The water is heated for 30 minutes, beginning at time t = 0. Values of W t( ) at selected times t for the first 20 minutes are given in the table above. (a) Use the data in the table to estimate W′( ) 12 . Show the computations that lead to your answer. Using correct units, interpret the meaning of your answer in the context of this problem. (b) Use the data in the table to evaluate ( )20 0 W t dt ′ . Using correct units, interpret the meaning of ( ) 20 0 W t dt ′ in the context of this problem. (c) For 0 20, ≤ ≤t the average temperature of the water in the tub is ( ) 20 0 1 . 20 W t dt Use a left Riemann sum with the four subintervals indicated by the data in the table to approximate ( ) 20 0 1 . 20 W t dt Does this approximation overestimate or underestimate the average temperature of the water over these 20 minutes? Explain your reasoning. (d) For 20 25, ≤ ≤t the function W that models the water temperature has first derivative given by Wt t t ′( ) = 0.4 cos 0.06 . ( ) Based on the model, what is the temperature of the water at time t = 25 ?
(a) Rate of change of the temperature of the water at time t = 12 minutes is 2 degrees Fahrenheit per minute. b)Total change in the temperature of the water over 20 minutes is 7.5 degrees Fahrenheit. c)average temperature = 60.5. d) At t = 25, W(25) = W(20) + ∫20 25W′(t)dt = W(20) + ∫20 25(0.4 cos(0.06t))dt
What is theorem of calculus?The fundamental theorem of calculus states that integral of the derivative of a function is equal to difference between function evaluated at the upper and lower limits.
(a) To estimate W′(12), use the formula for the slope of a line between two points: (W(y2) - W(y1)) / (x2 - x1). Using data in the table, estimate W′(12) by taking slope between points (12, 67) and (10, 63) : (67 - 63) / (12 - 10) = 4 / 2 = 2. So, rate of change of the temperature of the water at time t = 12 minutes is 2 degrees Fahrenheit per minute.
(b) To evaluate integral of W′(t) from t = 0 to t = 20; W′(t) = 0.4t + 0.5, so the integral is equal to W(20) - W(0) = (0.420 + 0.5) - (0.40 + 0.5) = 8 - 0.5 = 7.5. Total change in the temperature of the water over 20 minutes is 7.5 degrees Fahrenheit.
(c) To approximate the average temperature of the water over these 20 minutes : (5/20)(55 + 57 + 63 + 67) = (5/20)(242) = 60.5. As the temperature of the water is increasing, average temperature will be greater than temperature of water at the start of the time period and less than temperature of the water at end of the time period, so approximation will overestimate average temperature.
(d) For 20 <= t <= 25, W′(t) = 0.4 cos(0.06t). At t = 25, W(25) = W(20) + ∫20 25W′(t)dt = W(20) + ∫20 25(0.4 cos(0.06t))dt. To find the definite integral we need to evaluate it with the limit from 20 to 25. As the temperature of the water is increasing as the derivative is positive.
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A 1,030-kg car is pulling a 285-kg trailer. Together, the car and trailer have an acceleration of 2.00 m/s2 in the positive x-direction. Neglecting frictional forces on the trailer, determine the following. (Indicate the direction with the sign of your answer. Take the forward direction to be positive. Assume the trailer's weight is entirely supported by it's own tires.)
(a) the net force on the car
_______N
(b) the net force on the trailer
_______N
(c) the force exerted by the trailer on the car
________N
(d) the resultant force exerted by the car on the road
magnitude _______ N
direction _________
The net force on the car is 2060N,the net force on trailer is 570N.
What is force?When an object interacts with another object, there is a push or pull applied to the object. An item can accelerate, change direction, or remain in the same location as a result of forces.
How do you determine it?(a) By utilising the equation F=ma, where m is the car's mass and a represents its acceleration, one may calculate the net force acting on the vehicle.
F=(1.030 kg X 2.00 m/s2) = 2060 N
(b) The equation F=ma, where m is the mass of the trailer and an is the acceleration, can also be used to calculate the net force on the trailer.
570 N is equal to F = (285 kg X 2.00 m/s2).
(c) The force the automobile exerts on the trailer is equal to and opposing the force the trailer exerts on the car. The trailer pulls on the car with a force of -570 N since they are going in the same direction.
(d) The force the car exerts on the road is 2060 N since the net force acting on the car is 2060 N.
2060 N in a forward-moving direction (positive x-direction)
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If the stone is thrown downward with a speed of 2 m/s, how long does it take to reach the ground? (round your answer to two decimal places.)
The stone takes 3 seconds to reach the floor as a result. It is crucial to verify motion equations with t = 0 in order to remember any irregularities, if any in the motion.
What does motion mean?In physics, motion is defined as a change in a body's position or orientation over time. Translation is the term for movement across a plane or a curve. Rotation is another motion that modifies a body's orientation.
Describe an abnormality?Anomalies, then, are phenomena that stick out since they appear peculiar or unexpected.
An observation that deviates from the predictions made by a well-established scientific theory Unusual observations may motivate researchers to reevaluate, revise, or develop.
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Which of the following is the major difference between the inner planets as a group and the outer planets as a group?composition
Now, the inner planets are closer to the sun and are rocky, the outer planets are far from the Sun and are mostly made of gases.
The composition, which includes one of the following, is the primary distinction between the outer planets as a group and the inner countries as a group.
Which planet most closely resembles Earth?
Venus and Mars are the two planets that are closest to Earth, though in different ways. Dimensions, average density, volume, and surface gravity of Venus and Earth are strikingly similar. But in other ways, Earth and Mars are the most similar.
Which planet is the best place to live?
Mars has a small amount of atmosphere that can protect people from solar and cosmic radiation, bearable temperatures, and liquid water. The gravity on Mars is 38% greater than that on Earth.
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Macmillan Learning
While standing at the edge of the roof of a building, a man throws a stone upward with an initial speed of 6.07 m/s. The stone
subsequently falls to the ground, which is 18.1 m below the point where the stone leaves his hand.
At what speed does the stone impact the ground? Ignore air resistance and use g = 9.81 m/s² for the acceleration due to gravity.
impact speed:
How much time is the stone in the air?
elapsed time:
m/s
The stone is in the air for a total of 2.76 seconds, rising and falling for 0.68 seconds and 2.08 seconds, respectively.
How much time is the stone in the air?The stone will first rise till it reaches its highest point before beginning to descend until it touches the ground. Therefore, we can apply equation to determine the time increasing: Where Vf is the ultimate speed, Vi is the beginning speed, an is the acceleration, and t is the time, Vf = Vi + a*t. A = -g = -9.81 m/s2 in this instance because the stone defies gravity's pull. t = 6.71/9.81 = 0.68 seconds because 0 = 6.71 - 9.81*t The upward distance is calculated as follows: d = Vi*t + 1/2*a*t2 = 6.71*0.68 + 1/2*(-9.81)*0.682 d = 4.59-2.29 = 2.29 metres. The stone then begins to descend until it reaches the earth, which is 18.9 + 2.29 metres below, and it moves at a speed of 9.81 m/s2 since the stone moves in the same direction as gravity:t = 2.08 seconds since d = Vi*t + 1/2*a*t2 = 0*t+1/2*9.81*t2 = 21.19 = 4.905*t2
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16)An piece of space debris is released from rest at an altitude that is two earth radii from the center of the earth. Compared to its weight on Earth, the weight of this debris is
A) one-quarter of its weight on the surface of the earth. B) one-half of its weight on the surface of the earth. C) zero. D) the same as on the surface of the earth. E) one-third of its weight on the surface of the earth.
I know it A but i want to knwo why please show me the work.
The graphs shown show the magnitude F of the force exerted by a spring as a function of the distance x the spring has been stretched. For which one of the graphs does the spring obey Hooke's law?
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A) Graph a B) Graph b C) Graph c D) Graph d E) Graph e
I know it B but why is it, show me the work.
At a height that is two earth radii above the planet's surface, a particle of space debris is launched from rest.The weight of this trash is only one-fourth of what it would be if it were on Earth.
What transpires to the majority of the space debris that touches down on the surface of the Earth? At a height that is two earth radii above the planet's surface, a particle of space debris is launched from rest.The weight of this trash is only one-fourth of what it would be if it were on Earth.Despite the fact that the majority of debris burns up in the sky, larger debris pieces can make it to the ground unharmed.NASA reports that during the previous 50 years, on average, one piece of debris has been cataloged as returning to Earth every day.Any equipment or trash left in space by humans is referred to as "space rubbish" or "space garbage."Large objects that have failed or been abandoned in orbit after the conclusion of their missions, such as dead satellites, can be included.To learn more about space debris refer
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Why is the metric system of units considered superior to most other systems of units?
