1) Imagine rolling four objects are placed in a row at the same height at the top of an inclined plane and are released at the same time. The objects are uniform solid and thin hollow spheres, and solid and thin hollow cylinders that have same masses and radii. Rank the four objects from fastest (shortest time) down the inclined plane to the slowest. You might have learned that when dropped straight down, all objects fall at the same rate regardless of how heavy they are (neglecting air resistance). Is the same true for objects rolling down an inclined plane? Please explain, why?

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Chapter1: Units, Trigonometry. And Vectors
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1) Imagine rolling four objects are placed in a row at the same height at the top of an inclined plane
and are released at the same time. The objects are uniform solid and thin hollow spheres, and solid
and thin hollow cylinders that have same masses and radii. Rank the four objects from fastest (shortest
time) down the inclined plane to the slowest. You might have learned that when dropped straight
down, all objects fall at the same rate regardless of how heavy they are (neglecting air resistance). Is
the same true for objects rolling down an inclined plane? Please explain, why?
Transcribed Image Text:Questions: 1) Imagine rolling four objects are placed in a row at the same height at the top of an inclined plane and are released at the same time. The objects are uniform solid and thin hollow spheres, and solid and thin hollow cylinders that have same masses and radii. Rank the four objects from fastest (shortest time) down the inclined plane to the slowest. You might have learned that when dropped straight down, all objects fall at the same rate regardless of how heavy they are (neglecting air resistance). Is the same true for objects rolling down an inclined plane? Please explain, why?
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