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K to the power of 3 8 is bigger or equal to 26

User Thebiglife
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1 Answer

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The solutution to the inequality expression k³/8 ≥ 26 is k ≥ ∛208

How to evaluate the inequality expression

From the question, we have the following parameters that can be used in our computation:

K to the power of 3 / 8 is bigger or equal to 26

When represented as an inequality expression, we have the following

k³/8 ≥ 26

Multiply both sides of the expression by 8

This gives

8 * k³/8 ≥ 26 * 8

This gives

k³ ≥ 208

Take the cube root of both sides

k ≥ ∛208

Hence, the inequality expression solved is k ≥ ∛208

Question

K to the power of 3 / 8 is bigger or equal to 26

User Brosef
by
7.1k points