SOLUTION: 4[2/x-5x^4/(x^5+3)]
x^5+3 is the bottom term of the denominator the whole thing no splitting
could u show steps of factoring and correct answer is 12(-x^5+2)/x(x^5+3)
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-> SOLUTION: 4[2/x-5x^4/(x^5+3)]
x^5+3 is the bottom term of the denominator the whole thing no splitting
could u show steps of factoring and correct answer is 12(-x^5+2)/x(x^5+3)
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Question 1169874: 4[2/x-5x^4/(x^5+3)]
x^5+3 is the bottom term of the denominator the whole thing no splitting
could u show steps of factoring and correct answer is 12(-x^5+2)/x(x^5+3) Found 2 solutions by Edwin McCravy, AnlytcPhil:Answer by Edwin McCravy(20055) (Show Source):
You can put this solution on YOUR website! = 12(-x^5+2)/x(x^5+3)
LCD = x(x5+3)
Multiply the first fraction by
Multiply the second fraction by ,
both which just amount to multiplying by 1:
Combine the numerators over the common denominator:
= 12(-x^5+2)/x(x^5+3)
LCD = x(x5+3)
Multiply the first fraction by
Multiply the second fraction by ,
both which just amount to multiplying by 1:
Combine the numerators over the common denominator:
Remove the parentheses:
Edwin
