Two bullets are fired horizontally with different velocities from the

1.	Two bullets are fired horizontally with different velocities from the same height. Whch will reach the ground first?A) Slower oneB) Faster oneD) It Cannot be predictedC) Both will reach simultaneously
Answer» Since the bullets are fired horizontally from the same place, they have the same height. The formula for Time is t= (2H/g)^1/2. since the acceleration (g) is also same for both the bullets they will reach the ground at the same time. Thus, the time taken to reach the ground is independent of the initial horizontal speed of the bullets. Hence, both the bullets fired simultaneously in the horizontal direction from the same height will reach the ground simultaneously.

Two bullets are fired horizontally with different velocities from the same height. Whch will reach the ground first?A) Slower oneB) Faster oneD) It Cannot be predictedC) Both will reach simultaneously

Answer»

Since the bullets are fired horizontally from the same place, they have the same height.

The formula for Time is

t= (2H/g)^1/2.

since the acceleration (g) is also same for both the bullets they will reach the ground at the same time.

Thus, the time taken to reach the ground is independent of the initial horizontal speed of the bullets. Hence, both the bullets fired simultaneously in the horizontal direction from the same height will reach the ground simultaneously.

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Two bullets are fired horizontally with different velocities from the same height. Whch will reach the ground first?A) Slower oneB) Faster oneD) It Cannot be predictedC) Both will reach simultaneously

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