smaller, larger, the same, needs more information Incline Plane on the Moon:If we have an incline plane with inclination angle 0 =15.0° on the surface of theMoon, and have a block of mass m = 10.0kg slide down the the incline. How does theacceleration of the block down the plane on the surface of the moon compare withthat of the acceleration you calculated in question 1?mNote: the gravitational pull on the Moon is one-sixth of that of Earth.[ Select]

Name: smaller, larger, the same, needs more information Incline Plane on the
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Description: smaller, larger, the same, needs more information Incline Plane on the Moon:If we have an incline plane with inclination angle 0 =15.0° on the surface of theMoon, and have a block of mass m = 10.0kg slide down the the incline. How does theacceleratio

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Chapter1: Units, Trigonometry. And Vectors

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Incline Plane on the Moon:
If we have an incline plane with inclination angle 0 =
15.0° on the surface of the
Moon, and have a block of mass m = 10.0kg slide down the the incline. How does the
acceleration of the block down the plane on the surface of the moon compare with
that of the acceleration you calculated in question 1?
m
Note: the gravitational pull on the Moon is one-sixth of that of Earth.
[ Select]

Expert Solution

Step 1 :Introduction

The force acting on the direction of motion is the horizontal component of gravitational force , which is , $F_{G x} = m g \sin (θ)$ , where $m = 10 k g$ is the mass of the block , $g = 9.8 m / s^{2}$ is the acceleration due to gravity and $θ = 15 °$ is the angle of inclined plane .

According to Newton's second law ,the acceleration of the block is calculated by using the formula $a = \frac{F_{G x}}{m}$ .

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