# How do you solve the exponential equation 3^(x+1)=3^(x+1)?

May 14, 2017

Equation is true for all $x$

#### Explanation:

Remember:

${a}^{x} = {a}^{y} \to x = y$

Hence: ${3}^{x + 1} = {3}^{x + 1} \to x + 1 = x + 1$ [satisfied $\forall x$}

$\therefore$ the equation is true for all $x$