two objects of masses m1 and m2 having same size are dropped simentuonlsly from height h1 and h2 respectively. find out the ratio of time they would take in reaching the ground . will this ratio remains the same if
1.one of the object is hollow and other one is solid .
2.both of them are hollow remaining in eacg case.
give reasons.
Answers
more detailed solution is in the pic ...
Answer:
1. The ratio will not change in either case because acceleration remains the same. In the case of free-fall acceleration does not depend upon mass and size of the body.
2.In either scenario, the ratio won't change because the acceleration is unchanged. In the event of free fall, acceleration is independent of body mass and size.
Explanation:
Step : 1 Galileo's well-known experiment is expanded upon in the movie by simultaneously dropping both heavy and light items to determine which would come to rest first. Spoiler alert: the truth is that they will all drop at the same speed. Despite the fact that some things, like feathers, appear to fall more slowly due to air resistance.
Step : 2 Two mass-based objects, me and mine, are dropped in a vacuum from a height above the earth's surface (m1 is greater than m2). What will determine which one touches the ground first? Due to the fact that the acceleration caused by gravity is independent of the masses of freely falling bodies, both will touch the earth at the same moment.
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