SOLUTION: The product of a negative even number raised to an odd power and a positive odd number raised to an odd power is always (A) negative and odd (B) negative and even (C) posi

Algebra ->  Exponents -> SOLUTION: The product of a negative even number raised to an odd power and a positive odd number raised to an odd power is always (A) negative and odd (B) negative and even (C) posi      Log On


   

Question 309763: The product of a negative even number raised to an odd power and a positive odd number raised to an odd power is always
(A) negative and odd
(B) negative and even
(C) positive and odd
(D) positive and even
(E) cannot be determined


Answer by palanisamy(496) About Me  (Show Source):
You can put this solution on YOUR website!
A negative even number raised to an odd power = negative even number
A positive odd number raised to an odd power = positive odd number
The product of a negative even number raised to an odd power and a positive odd number raised to an odd power is = negative even number
Solution B