What is the answer to sqrt(y)+\sqrt[3]{y}=36 ?

The answer to sqrt(y)+\sqrt[3]{y}=36 is y=729

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sqrt(y)+\sqrt[3]{y}=36

y = 729

Solution steps

Use the following exponent property

Rewrite the equation with

u^{\frac{3}{2}} + u = 36

Solve

u^{\frac{3}{2}} + u = 36 : u = 9

u = 9

Substitute back

solve for

y

Solve

y = 729

Verify Solutions:

y = 729

True

The solution is

y = 729

63 - 7 b - b = - 9

t + 4 = t + 6

(\frac{2}{a})^{6} = 64

3 x - 11 = x - 5

What is the answer to sqrt(y)+\sqrt[3]{y}=36 ?
The answer to sqrt(y)+\sqrt[3]{y}=36 is y=729
Solve for y: sqrt(y)+\sqrt[3]{y}=36
The solution is y=729