What is the answer to 2.04=0.3761x^{0.5592} ?

The answer to 2.04=0.3761x^{0.5592} is x=((2.04)/(0.3761))^{1250/699}

Solve for x: 2.04=0.3761x^{0.5592}

The solution is x=((2.04)/(0.3761))^{1250/699}

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2.04 = 0.3761 x^{0.5592}

x = (\frac{2.04}{0.3761})^{\frac{1250}{699}}

Decimal Notation

x = 20.56713 \dots

Solution steps

2.04 = 0.3761 x^{0.5592}

Switch sides

0.3761 x^{0.5592} = 2.04

Divide both sides by

0.3761

x^{0.5592} = \frac{2.04}{0.3761}

Take both sides of the equation to the power of

\frac{1250}{699} : x = (\frac{2.04}{0.3761})^{\frac{1250}{699}}

x = (\frac{2.04}{0.3761})^{\frac{1250}{699}}

Verify Solutions:

x = (\frac{2.04}{0.3761})^{\frac{1250}{699}}

True

The solution is

x = (\frac{2.04}{0.3761})^{\frac{1250}{699}}

(x - 1)^{\frac{2}{3}} = 49

(x - 4)^{\frac{2}{3}} = 49

x = x + 30

x^{\frac{3}{5}} = 27

(x - 5)^{\frac{2}{3}} = 100

What is the answer to 2.04=0.3761x^{0.5592} ?
The answer to 2.04=0.3761x^{0.5592} is x=((2.04)/(0.3761))^{1250/699}
Solve for x: 2.04=0.3761x^{0.5592}
The solution is x=((2.04)/(0.3761))^{1250/699}