Answer
1. Power
2. $x \approx \pm2.2$
Work Step by Step
1. Power equation
The variable is raised to the power of a number.
2. Solve
$\frac{3.6h^{8}-56}{33} = 58.168$
$3.6h^{8} - 56 = 1919.544$
$3.6h^{8} = 1919.544 + 56$
$3.6h^{8} = 1975.544$
$h^{8} = 548.7622...$
$h = \pm(548.7622..)^{\frac{1}{8}}$
$h = \pm2.200...$
$h \approx \pm2.2$
Check:
$= \frac{3.6(\pm2.20...)^{8}-56}{33}$
$= \frac{3.6(548.7622)-56}{33}$
$= \frac{1975.544-56}{33}$
$= \frac{1919.544-56}{33}$
$=58.168$
