Find the product of [tex]\tt{(x+3y+2z)^{2}}[/tex]. Created by SecretNumber. Math

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MissJindySummer

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$\underline{\bold{Equation:}}$ $\tt{(x+3y+2z)^{2}}$

${\underline{\bold{Formula:}}}$ $\tt{(a+b+c)^{2}}$

$\tt{a^{2}+b^{2}+c^{2}+2ab+2ac+2bc}$

$\tt{Where,}\\\tt{a=x}\\\tt{b=3y}\\\tt{c=2z}$

${\underline{\bold{Solution:}}}$

$\tt{(a+b+c)^{2}}\\\tt{(x+3y+2z)^{2}}\\\tt{x(x)=x^{2} }\\\tt{3y(3y)=9y^{2}}\\\tt{2z(2z)=4z^{2}}\\\tt{2(x)(3y)=6xy}\\\tt{2(x)(2z)=4xz}\\\tt{2(3y)(2z)=12yz}$

${\underline{\bold{Answer:}}}$

${\huge{\boxed{\sf{x^{2} +9y^{2}+4z^{2}+6xy+4xz+12yz}}}}$

======================

${\color{purple}{\underline{\sf{ichthus898}}}}$

SecretStoryOfTheSwan promise?

SecretStoryOfTheSwan ok :D

SecretStoryOfTheSwan yes, ate itz is much better

SecretStoryOfTheSwan X'D grabe

SecretNumber X'D mahina

SecretNumber fre@k 500 na pala X'D

SecretStoryOfTheSwan

ANSWER:

$\tt{(x+3y+2)^{2}}$

$\tt{x^{2} +9y^{2}+4z^{2}+6xy+4xz+12yz}$

SecretStoryOfTheSwan

SecretStoryOfTheSwan ayus yan mga tih X'D

SecretStoryOfTheSwan yes never namin makakalimutan si ate itz :D

SecretNumber same goes for me :D

SecretNumber pero mangako ka kuya, wag niyo din kalimutan si ate itz

SecretStoryOfTheSwan hoy, ambilis mapuno comments ah X'D

SecretStoryOfTheSwan dun tayo chismis kay ate itz, sa sagot niya X'D

SecretNumber G!

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