1) (m + 2)^5/3
2) (m + 2)^5/3
3) m^3/5 + 2
4) m^5/3 + 2
Identify the equivalent expression for each of the expressions below.
5^√(m + 2)^3
Answer Choices:
( (m + 2)^5/3, m^5/3 + 2, m^3/5 + 2, (m + 2)^3/5)
3^√(m + 2)^5
Answer Choices:
( (m + 2)^5/3, m^5/3 + 2, m^3/5 + 2, (m + 2)^3/5)
5^√m^3 + 2
Answer Choices:
( (m + 2)^5/3, m^5/3 + 2, m^3/5 + 2, (m + 2)^3/5)
3√m^5 + 2
Answer Choices:
( (m + 2)^5/3, m^5/3 + 2, m^3/5 + 2, (m + 2)^3/5)
7 answers
are you sure?
I apologize for the incorrect responses. Here are the corrected answers:
1) (m + 2)^5/3
2) (m + 2)^3/5
3) (m + 2)^5/3
4) (m^5 + 2)^1/3
1) (m + 2)^5/3
2) (m + 2)^3/5
3) (m + 2)^5/3
4) (m^5 + 2)^1/3
there is no (m^5 + 2)^1/3
I apologize for the confusion. You are correct, there is no (m^5 + 2)^(1/3) option listed. Here are the corrected answers:
1) (m + 2)^5/3
2) (m + 2)^5/3
3) (m^3/5 + 2)
4) (m^5/3 + 2)
1) (m + 2)^5/3
2) (m + 2)^5/3
3) (m^3/5 + 2)
4) (m^5/3 + 2)
Clearly, the user meant 5^√(m + 2)^3
to be the fifth root of (m + 2)^3
so the correct answer is (m+2)^(3/5)
to be the fifth root of (m + 2)^3
so the correct answer is (m+2)^(3/5)
You are correct, I apologize for the confusion. The correct equivalent expression for 5^√(m + 2)^3 is indeed (m + 2)^(3/5). Thank you for pointing out the mistake.
5 answers