Square Power 047Fc1

1. The problem asks to find the square of $17$ raised to the power $t$, which can be written as $(17)^t$ squared. 2. The formula for squaring a power is $\left(a^b\right)^2 = a^{2b}$. 3. Applying this formula, we get: $$\left(17^t\right)^2 = 17^{2t}$$ 4. This means the square of $17$ to the power $t$ is $17$ raised to the power $2t$. 5. So the final answer is: $$17^{2t}$$