You weigh two different objects on the same scale in the same location on Earth. The weights are different. What must be different about the two objects?
The weight of an object is the measure of of the gravitation force that acts on an object. When you weigh the objects on the scale, you are measuring the amount of force they feel due to the gravity of the earth at that point. Near the surface of the earth, the weight of an object is calculated by the formula, \(W=mg\) where \(m\) is the mass, \(g\) is the acceleration due to gravity. Since \(g\) is constant at the location where the object's weights are measured, the only way their weights can be different is if they have different masses.
Answer:
C They have different masses.
Explanation:
A - Wrong, because we arent talking about motion, we are talking about weight
B - Also wrong, because this is length.
C - Correct
D - This also has to do with motion not weight
E - And color i- asdfawehf;ahdfhavheuhfalusdgvjhbeufhgiu2toiughujb