Two bullets are fired horizontally with different velocities from the same height. Which will match the ground first?

Slower one

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Faster one

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Both will reach simultaneously

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Cannot be predicted

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Solution

The correct option is B Both will reach simultaneously
The time taken to reach the ground depends on the height from which the bullets are fired when the bullets are fired horizontally. Here height is same for both the bullets, and hence the bullets will reach the ground simultaneously.

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Two bullets are fired with horizontal velocities of 50m/s and 100m/s from two guns at a height of 19.6m . After how much time will the bullets strike the ground and which one will strike first?

Q. Two bullets are fired with horizontal velocities of

50 m / s

and

100 m / s

from two guns at a height of

19.6 m

(a) Will both the bullets strike the ground? (b) If yes, then after how much time and which bullet will strike first? (c) What would be the path of the bullets? (

g = 9.8 m / s^{2}

)

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Two bullets are fired horizontally with different velocities from the same height. Which will match the ground first?

The correct option is B Both will reach simultaneouslyThe time taken to reach the ground depends on the height from which the bullets are fired when the bullets are fired horizontally. Here height is same for both the bullets, and hence the bullets will reach the ground simultaneously.

The correct option is B Both will reach simultaneously
The time taken to reach the ground depends on the height from which the bullets are fired when the bullets are fired horizontally. Here height is same for both the bullets, and hence the bullets will reach the ground simultaneously.