What is the answer to D=53Q^{0.18} ?

The answer to D=53Q^{0.18} is Q=(D/(53))^{50/9}

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D=53Q^{0.18}

D = 53 Q^{0.18}

Q = (\frac{D}{53})^{\frac{50}{9}}

Solution steps

D = 53 Q^{0.18}

Switch sides

53 Q^{0.18} = D

Divide both sides by

53

Q^{0.18} = \frac{D}{53}

Take both sides of the equation to the power of

\frac{50}{9} : Q = (\frac{D}{53})^{\frac{50}{9}}

Q = (\frac{D}{53})^{\frac{50}{9}}

Verify Solutions:

Q = (\frac{D}{53})^{\frac{50}{9}}

True

The solution is

Q = (\frac{D}{53})^{\frac{50}{9}}

\frac{2 x}{5} = 4

x - 3 = 13

3 x + 6 - x = 2

What is the answer to D=53Q^{0.18} ?
The answer to D=53Q^{0.18} is Q=(D/(53))^{50/9}