What is the answer to (\sqrt[3]{3B^2-6})/5 =2 ?

The answer to (\sqrt[3]{3B^2-6})/5 =2 is B=sqrt(1006/3),B=-sqrt(1006/3)

Solve for B: (\sqrt[3]{3B^2-6})/5 =2

The solution is B=sqrt(1006/3),B=-sqrt(1006/3)

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B = \frac{1006}{3}, B = - \frac{1006}{3}

Decimal Notation

B = 18.31210 \dots, B = - 18.31210 \dots

Solution steps

Multiply both sides by

5

Simplify

Take both sides of the equation to the power of

3 : 3 B^{2} - 6 = 1000

3 B^{2} - 6 = 1000

Solve

3 B^{2} - 6 = 1000 : B = \frac{1006}{3}, B = - \frac{1006}{3}

B = \frac{1006}{3}, B = - \frac{1006}{3}

Verify Solutions:

B = \frac{1006}{3}

True

, B = - \frac{1006}{3}

True

The solutions are

B = \frac{1006}{3}, B = - \frac{1006}{3}

2 x + 2 - 2 x - 1 = 1

6 x = 12 x

y + 7 = 4 y + 13

What is the answer to (\sqrt[3]{3B^2-6})/5 =2 ?
The answer to (\sqrt[3]{3B^2-6})/5 =2 is B=sqrt(1006/3),B=-sqrt(1006/3)
Solve for B: (\sqrt[3]{3B^2-6})/5 =2
The solution is B=sqrt(1006/3),B=-sqrt(1006/3)