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Find the solutions to a^3+5a=15a^2
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\[a^3+5a=15a^2\] So you start by bringing everything to one side.\[a^3-15a^2+5a\] You can start by factoring out an "a" from the whole thing. So you get...\[a(a^2-15a+5)\] which means a=0. And then you factor \[(a^2-15a+5a)\] and set it equal to zero to find the rest of your solutions.
I managed to get that far and know 0 is one of the solutions, but I don't know how to get the other two.
Oh okay, I see. You cannot factor that using the guess and check method, so you are going to have to use the Quadratic Equation Formula: x = −b ± √(b2 − 4ac) 2a.
Ah okay, I was just thinking that. I'll work that out now.
Okay, I found the answer as 0, \[(15+-\sqrt{205})/2\]
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