What is the answer to 90=30.6x^{0.3952} ?

The answer to 90=30.6x^{0.3952} is x=(50/17)^{625/247}

Solve for x: 90=30.6x^{0.3952}

The solution is x=(50/17)^{625/247}

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90 = 30.6 x^{0.3952}

x = (\frac{50}{17})^{\frac{625}{247}}

Decimal Notation

x = 15.32953 \dots

Solution steps

90 = 30.6 x^{0.3952}

Switch sides

30.6 x^{0.3952} = 90

Multiply both sides by

10

306 x^{0.3952} = 900

Divide both sides by

306

x^{0.3952} = \frac{50}{17}

Take both sides of the equation to the power of

\frac{625}{247} : x = (\frac{50}{17})^{\frac{625}{247}}

x = (\frac{50}{17})^{\frac{625}{247}}

Verify Solutions:

x = (\frac{50}{17})^{\frac{625}{247}}

True

The solution is

x = (\frac{50}{17})^{\frac{625}{247}}

x + 21 - x - 12 = 3

x, 15 x^{2.13} + x x^{3} = 0

7 x = x

x - 13 x + 30 = 0

2 x + 5 x - 12 = 0

What is the answer to 90=30.6x^{0.3952} ?
The answer to 90=30.6x^{0.3952} is x=(50/17)^{625/247}
Solve for x: 90=30.6x^{0.3952}
The solution is x=(50/17)^{625/247}