Two children on a seesaw are able to balance perfectly while on Earth. Would they still be balanced if the seesaw was brought to the moon?(1 point)

Responses

No, they would not be balanced because their weights would change.
No, they would not be balanced because their weights would change.

Yes, they would still be balanced because their weights would not change.
Yes, they would still be balanced because their weights would not change.

Yes, they would still be balanced because their masses would not change.
Yes, they would still be balanced because their masses would not change.

No, they would not be balanced because their masses would change.

No, they would not be balanced because their masses would change.

How are the weight and the mass of an object related?(1 point)

Responses

Weight is the sum of the mass and the acceleration due to gravity.
Weight is the sum of the mass and the acceleration due to gravity.

Weight is the product of the mass and the acceleration due to gravity.
Weight is the product of the mass and the acceleration due to gravity.

Mass is the sum of the weight and the acceleration due to gravity.
Mass is the sum of the weight and the acceleration due to gravity.

Mass is the product of the weight and the acceleration due to gravity.

Weight is the product of the mass and the acceleration due to gravity.

No, they would not be balanced because their weights would change.

The correct response is "Yes, they would still be balanced because their masses would not change."

Explanation: The balance of a seesaw depends on the distribution of the weight on either side of the fulcrum. On Earth, the two children are able to balance because their weights are evenly distributed on opposite ends of the seesaw. The force of gravity on each child is determined by their mass, which is a measure of the amount of matter in an object.

On the moon, the force of gravity is weaker compared to Earth, but the mass of the children would remain the same. Since the masses do not change, their weights would decrease proportionately to the decrease in gravity. However, because the ratio of their weights to their masses remains the same, the seesaw would still be balanced on the moon.