solve using identities (3xsquare y + 7) (3x square y +11) best ans will be maked brainliest
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Answer:
9x^4y^2+54x^2y+77
Step-by-step explanation:
According to your question, I suppose the equation is read as follows:
(3x^2y+7)(3x^2y+11)
[Using the identity (x+a)(x+b)=x^2+(a+b)x+ab] we have,
=(3x^2y)^2+(7+11)3x^2y+(7*11)
[Here I have taken, x=3x^2y, a=7 and b=11}
=9x^4y^2+54x^2y+77
[(3x^2y)^2=9x^4y^2
(7+11)3x^2y=54x^2y
(7*11)=77]
Please let me know if the equation that I have assumed is wrong
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