Evaluate the given expression without the aid of a calculator x + 1 tan[arcsin(-

Q: F #8 e of tanZF E A 8 B +

A: Solution: The objective is to find the value of tan(F)

Q: Can the sin x ever be a value greater than 1?

A: We have to find the sinx value

Q: write as a simplified expression csc[arcsin(3/5)+arctan(12/5)]

A: Rewrite the expression using the identity csc A=1sin A. 1sinsin-135+tan-1125

Q: Evaluate  cos(2 arcsin 1/4)

A: Let us suppose that arcsin1/4=x, that is sinx=1/4, then we use formula for cos2x ,which is…

Q: Find sin(arccos(-1/2))

A: The given expression is sincos-1-12.

Q: Solve. Sin[arccos(-2/3)+arcsin1/4]

A:

Q: rewrite tan(arcsinx) as an alegraic expression of x.

A: Given,           tanarcsinx

Q: Find the exact value of tan-1(-1).

A: Consider the given expression as tan-1-1