Grade 10 Science Concept Recall

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Test your understanding of equilibrium and stability conceptually.

Created by

Joyce Margaret Miguel

Philippines

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Grade 10 Science Concept Recall


Grade 10 Science Concept RecallOnline version Test your understanding of equilibrium and stability conceptually. by Joyce Margaret Miguel 1 A small displacement in a stable equilibrium results in a decrease in potential energy. Yes No 2 A long uniform rod has its center of mass at one end. Yes No 3 A system in equilibrium has zero net force. Yes No 4 In a nonuniform gravitational field, the center of gravity and the center of mass are always different. Yes No 5 Lowering the center of gravity increases stability. Yes No 6 Neutral equilibrium occurs when a small displacement has no restoring or overturning effect. Yes No 7 For a beam with a central load, reactions balance in equilibrium. Yes No 8 In a conservative force field, the potential energy is stationary at equilibrium. Yes No 9 In a frictionless plane, a block at the bottom of a bowl tends to stay in equilibrium. Yes No 10 For a freely rotating rigid body, the center of mass location depends only on the mass distribution. Yes No 11 A ball on a flat surface in the middle is in neutral equilibrium. Yes No 12 For a lever, torques balance when the system is in equilibrium. Yes No 13 Lowering the center of gravity generally increases an object's stability. Yes No 14 The net torque must be zero for rotational equilibrium. Yes No 15 The center of mass is always located at the geometric center of an object. Yes No 16 Stable equilibrium occurs when a small displacement produces a restoring force. Yes No 17 The center of mass is the point where the total mass of a body can be considered to act. Yes No 18 Unstable equilibrium leads to displacement growing away from equilibrium. Yes No 19 For a pendulum, the small-angle approximation leads to simple harmonic motion near the bottom equilibrium. Yes No 20 The center of mass location depends on how mass is distributed within the object. Yes No 21 A ball at the bottom of a bowl is in neutral equilibrium. Yes No 22 A pencil balanced on its tip is in stable equilibrium. Yes No 23 The center of gravity can be moved without altering the mass distribution. Yes No 24 A rigid body can have multiple equilibrium positions depending on geometry. Yes No 25 A seesaw at rest with equal weights is in static equilibrium. Yes No 26 In a uniform gravitational field, the center of gravity coincides with the center of mass. Yes No 27 Rotating a rigid body changes its center of mass. Yes No 28 In static equilibrium, the sum of forces and the sum of moments are both zero. Yes No

Grade 10 Science Concept Recall

Yes or No

About this activity

Created by

Download the paper version to play

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Yes or No

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Yes or No

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Yes or No

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Grade 10 Science Concept RecallOnline version

by Joyce Margaret Miguel

A small displacement in a stable equilibrium results in a decrease in potential energy.

A long uniform rod has its center of mass at one end.

A system in equilibrium has zero net force.

In a nonuniform gravitational field, the center of gravity and the center of mass are always different.

Lowering the center of gravity increases stability.

Neutral equilibrium occurs when a small displacement has no restoring or overturning effect.

For a beam with a central load, reactions balance in equilibrium.

In a conservative force field, the potential energy is stationary at equilibrium.

In a frictionless plane, a block at the bottom of a bowl tends to stay in equilibrium.

For a freely rotating rigid body, the center of mass location depends only on the mass distribution.

A ball on a flat surface in the middle is in neutral equilibrium.

For a lever, torques balance when the system is in equilibrium.

Lowering the center of gravity generally increases an object's stability.

The net torque must be zero for rotational equilibrium.

The center of mass is always located at the geometric center of an object.

Stable equilibrium occurs when a small displacement produces a restoring force.

The center of mass is the point where the total mass of a body can be considered to act.

Unstable equilibrium leads to displacement growing away from equilibrium.

For a pendulum, the small-angle approximation leads to simple harmonic motion near the bottom equilibrium.

The center of mass location depends on how mass is distributed within the object.

A ball at the bottom of a bowl is in neutral equilibrium.

A pencil balanced on its tip is in stable equilibrium.

The center of gravity can be moved without altering the mass distribution.

A rigid body can have multiple equilibrium positions depending on geometry.

A seesaw at rest with equal weights is in static equilibrium.

In a uniform gravitational field, the center of gravity coincides with the center of mass.

Rotating a rigid body changes its center of mass.

In static equilibrium, the sum of forces and the sum of moments are both zero.