Asked by Krystal
How do you get the real-number solutions of 5b^3 + 15b^2 + 12b = -36?
I get to (b+3)(5b^2 + 12) and I don't know what to do after that. Can someone please show me how to finish this problem?
I get to (b+3)(5b^2 + 12) and I don't know what to do after that. Can someone please show me how to finish this problem?
Answers
Answered by
Reiny
5b^3 + 15b^2 + 12b = -36
5b^3 + 15b^2 + 12b +36 = 0
you factored it correctly to
(b+3)(5b^2 + 12) = 0
that was the hard part, the rest is easy
so b+3 = 0 or b = -3
or
5b^2 + 12 = 0
b^2 = -12/5 ---> no real solution
so the only real solution is b = -3
5b^3 + 15b^2 + 12b +36 = 0
you factored it correctly to
(b+3)(5b^2 + 12) = 0
that was the hard part, the rest is easy
so b+3 = 0 or b = -3
or
5b^2 + 12 = 0
b^2 = -12/5 ---> no real solution
so the only real solution is b = -3
Answered by
Charlie
Thank you :-)
Answered by
Charlie
oops wrong question.
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