SOLUTION: the problem involves multiplication, not subtraction. An exponent rule involving multiplying like bases should lead to the correct result. (a^3 b)(ab)^4 (a^(3^b ) )*(ab)^4=a

Algebra ->  Problems-with-consecutive-odd-even-integers -> SOLUTION: the problem involves multiplication, not subtraction. An exponent rule involving multiplying like bases should lead to the correct result. (a^3 b)(ab)^4 (a^(3^b ) )*(ab)^4=a      Log On


   

Question 322327: the problem involves multiplication, not subtraction. An exponent rule involving multiplying like bases should lead to the correct result.
(a^3 b)(ab)^4
(a^(3^b ) )*(ab)^4=a^3 +^4*b^1 +^4
(a^(3^b ) )*(ab)^4=a^7*b^5
i did multiply what did i do wrong
Answer by Fombitz(32388) About Me  (Show Source):
You can put this solution on YOUR website!
%28a%5E3b%29%28ab%29%5E4+=a%5E%283%2B4%29b%5E%281%2B4%29
%28a%5E3b%29%28ab%29%5E4+=a%5E7b%5E5
You have the correct answer.