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" wil "sin^(-1)(sin(-600^(@)))...

" wil "sin^(-1)(sin(-600^(@)))

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The value of sin^(-1){sin(-600^(@))} is

The value of sin^(-1){sin(-600^(@))} is

Simplify the following: Evaluate sin^(-1)[sin(-600^(@))]

Evaluate each of the following: (i) sin^(-1)(sin(-600^o)) (ii) \ cos^(-1)(cos(-680^o))

If theta=sin^(-1)[sin(-600^(@))] , then one of the possible values of theta is -

If theta=sin^(-1)[sin(-600^(@))] , then one of the possible values of theta is -

Evaluate each of the following: sin^(-1)(sin(-600o)) (ii) \ cos^(-1)(cos(-680o))

Evaluate each of the following: sin^(-1)(sin(-600o))(ii)cos^(-1)(cos(-6800))

If theta=sin ^(-1)[sin (-600^(circ))] , then the value of theta is