18m^2-1 factor plz!
\[81m^2-1\]
wait which one, or both
both plz!
if you set them to zero just have 18m^2 -1=0 18m^2 =1 m^2 = 1/18 \[m = \sqrt{1/18}\]
so the same with the other you will have \[(m - \sqrt{1/18})^{2}\] and \[(m - \sqrt{1/81})^{2}\]
THANKZ YOUZ!
your welcome
@Davidjohn - I /think/ your last steps where you factorized the expressions has a mistake in it. I believe you can use the rule \(a^2-b^2=(a+b)(a-b)\) to get:\[81m^2-1=9^2m^2-1^2=(9m)^2-1^2=(9m+1)(9m-1)\]
@asnaseer that makes a whole lot more sense!
oh yeah, i generalized that one too much, youre right
but the answer would be right if expanded because it would simplify down and you could multiply them to get the same answer
glad I could help - and no worries @Davidjohn - we all make mistakes - that's what makes us human :-)
ah except it would be plus or minus then, not just minus minus
\[(m - \sqrt{1/81})^{2}=m^2-2\sqrt{1/81}+1/81\]
right my bad :) thanks for correcting
Woah... the first thing you showed me was a lot easier to understand...
:)
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