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@mayankdevnani @zepdrix
factorize it to get your possible dimensions.
why we factorize ? Answer :- We know that area of rectangle =length times breadth so,we multiply each other. in your question,area of rectangle is given in quadratic form,so we need two multiplying terms.In order to find it,FACTORIZE is only the way to do it
understood? @adoredelano
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so B? @mayankdevnani
no..you factorize it wrong
try it again
i can tell you...
\[\large \bf 8x^2-3x-8x+3\] change the order, \[\large \bf 8x^2-8x-3x+3=8x(x-1)-3(x-1)\] take (x-1)common,we get \[\large \bf (x-1)(8x-3)=\color{red}{Answer}\]
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so option A is correct :)
understood? @adoredelano
oh ok yeah I understand now thanks so much! :)
welcome :)
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