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(3x^2a-4y^a z^3a)^2
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\[(3x ^{2}2a-4y ^{a}z ^{3}a)^{2}\] As I read correct?
yes
well that translates to \[(3x ^{2}2a-4y ^{a}z ^{3}a)(3x ^{2}2a-4y ^{a}z ^{3}a)\]
Now use FOIL or First Outers Inners Lasts multiplying them
I never really learned the foil thing
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Well Firsts means \[3x ^{2}2a \times 3x ^{2}2a\]
now do you kind of get the idea?
Multiply the beginnings, the first term of the equation and last term, the terms in the middle and the last terms
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