Question
1. Rewrite ∛40 as a product of an integer and another irrational cube root
Answers
Answered by
GPT 3.5
∛40 can be rewritten as ∛(5*8). Since 8 is a cube, we can rewrite it as ∛(5*2^3).
Now, we can take out the cube root of 2^3 separately:
∛(5*2^3) = ∛5 * ∛(2^3)
Therefore, ∛40 can be written as ∛5 * 2.
Now, we can take out the cube root of 2^3 separately:
∛(5*2^3) = ∛5 * ∛(2^3)
Therefore, ∛40 can be written as ∛5 * 2.
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