Multiple variable factoring + check an answer?
First question:
How do you factor when you have multiple variables?
Factor completely:
100a5b - 36ab3
4 will factor into both 100 and 36. And ab will factor into both the variable parts?
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Second:
Factor completely:
m3- 64
m3 - 64 = (m-4)(m2+4m+16)
Is that correct?
Re: Multiple variable factoring + check an answer?
Correct so expression= 4ab(25a^4-9b^2)= 4ab(5a^2-3b)(5a^2+3b)
You have the 2nd question correct
Re: Multiple variable factoring + check an answer?
Hint :
^2-(6b)^2\right))
Re: Multiple variable factoring + check an answer?
Thank you! Princeps, can you explain or tell me what you did in the hint?
Re: Multiple variable factoring + check an answer?
Is it just simplifying? Because there are two 5a2 you then just square those -- like stating (5a2)(5a2)? And you get ten because there are 2 fives?
Re: Multiple variable factoring + check an answer?
Quote:
Originally Posted by
Kibbygirl
Is it just simplifying? Because there are two 5a2 you then just square those -- like stating (5a2)(5a2)? And you get ten because there are 2 fives?
-6^2\cdot b^2\cdot(ab)=ab\left(10^2a^4-6^2b^2\right))