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Simplify (6a2 + 5b)2.
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\((6a^2+5b)^2\)?
Use the algebraic property: \((a+b)^2=a^2+2ab+b^2\)
Zepp you can handle this.
\((6a^2+5b)^2=(6a^2)^2+2(6a^2+5b)+(5b)^2)\)
Simplify that by using the power or a power rule: \(\large (a^b)^c=a^(bc)\)
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\(a^{bc}\), sorry
\((6a^2)^2+2(6a^2+5b)+(5b)^2=36a^4+12a^2+10b+25b^2\)
A:36a2 + 60a4b + 25b2 C:36a4 + 60a4b2 + 25b2 B:36a4 + 30a4b + 25b2 D:36a4 + 60a2b + 25b2
Oups, the middle term should be \(2(6a^2*5b)=60a^2b\)
So D)
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