When two objects with different masses are thrown upwards simultaneously on what factor does the maximum height depends *?

i.e. height attained by the body is independent of the mass and depends on the initial speed of the bodies and value of g. So, if you throw two bodies vertically with the same initial speed, they will reach the same height. Answer: Both of them will achieve the same height.

What happens when two balls of different masses are dropped from the same height?

They will both experience the same same acceleration. The larger ball may experience a larger drag due to air resistance and fall at a lower velocity . So the denser ball ( smaller one) may hit the ground slightly before the larger one .

What would be the curve of the velocity time graph for a stone thrown vertically upward?

When a stone is thrown vertically upwards, it has some initial velocity (letu). As the stone goes its velocity goes on decreasing (v it is moving against the gravity) and at the highest point i.e., maximum height) its velocity become zero.

Which one will pass through the point of projection in their downward direction with the greater speed?

The heavier object will have the greater speed at downwards because the gravitation acts on both objects will be same but due to some air circulating around those objects, lighter object will have less speed downwards. Hope this helps you.

What does the slope of distance-time graph and velocity time graph indicate?

The slope of the distance-time graph indicates speed. It is because the slope of a distance-time graph determines the speed of that body, so the steeper the slope greater will be the speed of the body.

What is H1 and H2 in physics?

Two balls of different masses are thrown vertically upward with same initial velocity. Maximum heights attained by them are h1 and h2 respectively. What is h1/h2

What happens when two balls of different masses are thrown vertically?

Two balls of different masses are thrown vertically upward with same initial velocity. Maximum heights – Brainly.in Two balls of different masses are thrown vertically upward with same initial velocity. Maximum heights attained by them are h1 and h2 respectively.

What is the final velocity of a mass at its maximum height?

H is height attained by the mass. And g is the gravitational force of earth. Now, the final velocity v = 0 at its maximum height (H). Both of them will reach the same height. Let the initial speed of any mass is u. v is the final velocity of it. H is height attained by the mass. And g is the gravitational force of earth.

How to find the height of two bodies with equal initial velocity?

2as=v² – u². According to this equation when both bodies have equal initial velocity both will reach the same height as acceleration acting on both of them is equal ( almost). Lets do an energy balance.