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Paulopv
@Paulopv
January 2020
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Sabendo que a+b= 3, encontre o monômio A, para que A + 4a²+8ab=36
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BrivaldoSilva
A=3-b
A+4(3-b)^2+8(3-b).b=36
A+4(9-6b+b^2) +24b-8b^2=36
A+36-24b+4b^2+24b-8b^2=36
A+4b^2-8b^2=36-36
A-4b^2=0
A=4b^2
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A+4(3-b)^2+8(3-b).b=36
A+4(9-6b+b^2) +24b-8b^2=36
A+36-24b+4b^2+24b-8b^2=36
A+4b^2-8b^2=36-36
A-4b^2=0
A=4b^2