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simplify (4x^3y^5)^2
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\[(4x^3y^5)^2\]\[=(4)^2(x^3)^2(y^5)^2\]\[=...\]
Use power of a power property to finish the job.
\[(a^n)^m=a^{nm}\]
answer would be 16x^6y^10?
Yes.
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awesome ok: Find each real number root: 1) \[\sqrt{-16}\] 2)\[\sqrt[3]{27}\]
New post for new question :\
1 is "4i" 2, c'mon which number multiplying itself three times gives 27 (a*a*a=27)
4i is not a real number though.
i is imaginary
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