Math, asked by Sonalgupta13, 1 year ago

the area of a rectangle is 180 m2
if its length is 18m find its breadth and perimeter plz answer fast


KashyapShalu: area =l×b =180 so 18×b=180 then b= 180÷18 , b= 10
KashyapShalu: now Perimeter = 2(l+b) so puttin value of l and b we get 2(18+10) , hence perimeter =56m

Answers

Answered by Anonymous
2
H҈ e҈ y҈  f҈ r҈ i҈ e҈ n҈ d҈ 


b =  \frac{180}{18}  = 10m


so, length=


2(18 + 10) = 56m



Hope it helps you
Answered by BeAware
11
____________________________________

\large\mathsf\red{What \ is \ Rectangle \ ?}

\mathsf\blue{A \ Rectangle \ is \ a \ quadrilateral \ with \ four}
\mathsf\blue{right \ angles \ and \ four \ sides.}

____________________________________

\huge\mathfrak{Solution :}

\large\mathsf\green{Given \ :-}

\mathsf{Area \ of \ rectangle \ = \ 180 \ m^2}

\mathsf{Length \ of \ rectangle \ = \ 18 \ m}

\mathsf{Now,}

\mathsf{As \ we \ know}

\mathsf\pink{Area \ of \ rectangle \ = \ Length × Breadth}

\mathsf{Putting \ known \ values}

\mathsf{180 \ = \ 18 × Breadth}

\large\textbf\green{Breadth = 10 \ m}

\mathsf{Now,}

\mathsf\pink{Perimeter \ of \ rectangle \ = \ 2(Length + Breadth)}

\mathsf{Putting \ known \ values}

\mathsf{Perimeter \ = \ 2(18 + 10)}

\large\textbf\green{Perimeter = 56 \ m}

____________________________________
Attachments:
Similar questions