solve for v. $3^v = 1$ $v = \\square$

$solve for v. $3^v = 1$ $v = \\square$$

solve for v.
$3^v = 1$
$v = \square$

Any non - zero number raised to the power of 0 is 1, i.e., $a^{0}=1$ for $a
eq0$.

We have the equation $3^{v}=1$. Since $3
eq0$, by the rule $a^{0} = 1$, when $a = 3$, we get $v=0$ because $3^{0}=1$.

$0$