Find value of f(z) = sin^2(z) at z=i

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Find the value of the function $f(z) = sin^2(z)$ at $z_0 = i$. Express your answer in the form $a + ib$.

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$$\sin^2(i) = i\sinh(1)\cdot i\sinh(1) = -\sinh^2(1)$$ Which is entirely real