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Let r and r^(') denote the angles inisid...

Let r and `r^(')` denote the angles iniside an equilateral prism, as usual, in degrees. Consider that during some time interval from `t=0` to`t=t,r^(')` varies with time as `r^(')=10+t^(2)`. During this time, r will vary as (assume that r and `r^(')` are in degree)

A

`50-t^(2)`

B

`50+t^(2)`

C

`60-t^(2)`

D

`60+t^(2)`

Text Solution

Verified by Experts

The correct Answer is:
a.

In a prism `:r+r^(')=ArArr r=A-r^(')`
`:. r=60^(@)-(10+t^(2))=50-t^(2)`
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