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Ratio of the ranges of the bullets fired...

Ratio of the ranges of the bullets fired from a gun `(` of constant muzzle speed `)` at angle `theta, 2 theta &4 theta` is found in the ratio `x:2:2`, then the value of `x` will be `(` Assume same muzzle speed of bullets `)`

A

`1`

B

`2`

C

`sqrt(3)`

D

`2/(sqrt(3))`

Text Solution

Verified by Experts

The correct Answer is:
D

Range is same for `2 theta` and `4 theta`
`:. 2 theta + 4 theta = 90^(@) rArr theta = 15^(@)`
`:.` Range of ranges will be
`sin 30^(@) : sin 60^(@) : sin 120^(@)`.
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