Question

factories the following polynomial a^2bc+ ab^c-abc^2​

Answer 1

$\huge✎\fbox \orange{QUE} ST \fbox\green{ION}☟$

​Factories the following polynomial:

$\bold{a^2bc+ ab^c-abc^2}$

$\huge✍︎\fbox\orange{ÂŇ}\fbox{SW} \fbox\green{ÊŘ}:$

ANSWER= abc (a+b+c)

$=a^2bc\:+\:ab^2c\: +\:abc^2\\=abc\:(a)\:+ab^2c\:+abc^2\\=abc\:(a)\:+\:abc\:(b)\:+\:abc^2\\=abc\:(a)\:+abc\:(b)\:+\:abc\:(c)\\=abc\:(a+b)\:+\:abc\:(c)\\\bold{=abc\:(a+b+c)}$

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