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## Homework Statement

I have this weird question in my textbook I'm not even sure which part is the question and what i need to do...

It says

"Give details showing that the zeros of sinhz and coshz are as in statements (14) and (15) "

## Homework Equations

(14) sinhz = 0 iff z=n(pi)i (n=0, +/- 1, +/- 2...)

(15) coshz = 0 iff z=(pi/2 + n(pi)) (n=0, +/- 1, +/- 2...)

-sin(iz) = sinh(z)

cos(iz) = cosh(z)

sinh(z) = [e^z - e^(-z) ] /2

cosh(z) = [e^z + e^(-z)]/2

## The Attempt at a Solution

I haven't made a start on the question because I don't understand the words and what it wants me to calc? :grumpy: