Solve (5/9)^(2x+1): Complete the Exponential Expression

Question

Insert the corresponding expression:

$\left(\frac{5}{9}\right)^{2x+1}=$

00:00 Simplify the following problem

00:04 According to the laws of exponents, a fraction raised to the power (N)

00:07 equals the numerator and denominator raised to the same power (N)

00:11 Note that each exponent (N) contains an addition operation

00:14 We will apply this formula to our exercise

00:17 This is the solution

$\frac{5^{2x+1}}{9^{2x+1}}$