If 32s is required for an object to reach maximum height, what will be the time for an object to come back to its initial position
a. 32s b. -32s c. 64s d. 16
32 s more,
To find the time for an object to come back to its initial position, we need to consider the complete motion of the object, which consists of two symmetrical halves - one going up to the maximum height and the other coming back down to the initial position.
Since it takes 32s for the object to reach maximum height, we can assume that it will take the same amount of time for the object to come back down.
Therefore, the correct answer is a. 32s.
To find the time for an object to come back to its initial position after reaching maximum height, we can consider the symmetry in the motion of the object.
Since it takes 32 seconds for the object to reach its maximum height, it would take an equal amount of time for it to come back down to its initial position. This is because the motion of the object is symmetrical, with equal amounts of time spent going up and coming down.
Therefore, the correct answer is:
b. -32s