What is the answer to 0.13=0.535*h^{1.53} ?

The answer to 0.13=0.535*h^{1.53} is h=(26/107)^{100/153}

Solve for h: 0.13=0.535*h^{1.53}

The solution is h=(26/107)^{100/153}

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0.13 = 0.535 \cdot h^{1.53}

h = (\frac{26}{107})^{\frac{100}{153}}

Decimal Notation

h = 0.39666 \dots

Solution steps

0.13 = 0.535 h^{1.53}

Switch sides

0.535 h^{1.53} = 0.13

Multiply both sides by

1000

535 h^{1.53} = 130

Divide both sides by

535

h^{1.53} = \frac{26}{107}

Take both sides of the equation to the power of

\frac{100}{153} : h = (\frac{26}{107})^{\frac{100}{153}}

h = (\frac{26}{107})^{\frac{100}{153}}

Verify Solutions:

h = (\frac{26}{107})^{\frac{100}{153}}

True

The solution is

h = (\frac{26}{107})^{\frac{100}{153}}

x, 0 = y - x^{2}

6 x + 37 - 15 = - 8

x + 20 - x - 4 = 4

x + 13 = 3 - x - 2

x + 9 + 4 = 12

What is the answer to 0.13=0.535*h^{1.53} ?
The answer to 0.13=0.535*h^{1.53} is h=(26/107)^{100/153}
Solve for h: 0.13=0.535*h^{1.53}
The solution is h=(26/107)^{100/153}