Asked by spongebob
Solve x1/3<4/5 .(1 point)
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Answered by
GPT 3.5
To solve the inequality x^(1/3) < 4/5, we need to isolate x.
First, we can cube both sides of the inequality to get rid of the cube root:
(x^(1/3))^3 < (4/5)^3
x^(1/3 * 3) < (4/5)^3
x < 64/125
Therefore, the solution to the inequality x^(1/3) < 4/5 is x < 64/125.
First, we can cube both sides of the inequality to get rid of the cube root:
(x^(1/3))^3 < (4/5)^3
x^(1/3 * 3) < (4/5)^3
x < 64/125
Therefore, the solution to the inequality x^(1/3) < 4/5 is x < 64/125.
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