Look for the special product of: [( x2 + 3y) + y2] [(x2 + 3y) – y2] NOTE: ~ See the clearer given in the comment area ~ Group some terms to find the applicable special product. ~Follow the chain rule of special product. ~ The Final answer should be free from all symbols of grouping.
See the document posted above for a CLEARER VIEW of the GIVEN question
can you expand it by multiplication
r there powers
i dont know how? @chmvijay
Well first add the like terms .. in both groups ...
IS this ur question \[((x^{2}+3y)+y ^{2})((x ^{2}+3y)-y ^{2}\])
hellooo.........
yes, it is @shkrina
well if so multiply every term of group ((x2+3y)+y2) with all elements of group ((x2+3y)+y2) .... done
so, what's the product or the final answer?
My guess is that you are supposed to think of this as \[(a+b)(a-b) = a^2-b^2\]with \(a = (x^2+3y) , b = y^2\)
ok @whpalmer4 is the answer equal to: \[x ^{4}+6x ^{2}-y ^{4}+9y ^{2}\]
???????
@kaylala did u finish this sum....
not sure @shkrina
well .|dw:1372577408636:dw|
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