Converting equation for Fixed Point Approximation Method

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How can I convert this equation $y(t) = (Cvy + 32C^2)(1 − e^{-t/C}) − 32Ct$ into $t = g(t) $ to apply fixed point approximation method on it. I used $ t = (Cvy + 32C^2)(1 − e^{-t/C}) /32C$ but its giving me a root at around $0$ whereas I need root at around $8.7$. Can anybody please help me out?