What is the answer to 52.76=ax^2ax^{1.5}x(3a) ?

The answer to 52.76=ax^2ax^{1.5}x(3a) is x=(\sqrt[9]{1739761/625})/(\sqrt[9]{9a^6)} {a 0}

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52.76=ax^2ax^{1.5}x(3a)

52.76 = a x^{2} a x^{1.5} x (3 a)

Solution steps

52.76 = a x^{2} a x^{1.5} x (3 a)

Expand

a x^{2} a x^{1.5} x \cdot 3 a : 3 a^{3} x^{1.5} x^{3}

52.76 = 3 a^{3} x^{1.5} x^{3}

Take both sides of the equation to the power of

2 : 2783.6176 = 9 a^{6} x^{9}

2783.6176 = 9 a^{6} x^{9}

Solve

Verify Solutions:

The solution is

x - 5 - x = 1

2 + 36 + x = 16 - 2 x

- 1 - 2 p + 10 = 11

2 = x + 9 + 2 x + 17

t, x = - t + 1

What is the answer to 52.76=ax^2ax^{1.5}x(3a) ?
The answer to 52.76=ax^2ax^{1.5}x(3a) is x=(\sqrt[9]{1739761/625})/(\sqrt[9]{9a^6)} {a<0\lor a>0}