Math, asked by ruchira7938, 1 year ago

the area of a rectangular lawn is the same as the area of an 18m long square if the length of the rectangular lawn is 27 M find its perimeter

Answers

Answered by Sauron
9

\textbf{\large{\underline{Answer :-}}}

\textsf{The Perimeter of Rectangle is 78m}

\textbf{\large{\underline{Explanation :-}}}

\textsf{\underline{\underline{Given :}}}

Area of Rectangle = Area of the Square

Side of the Square = 18m

Length of the Rectangle = 27m

\textsf{\underline{\underline{To find :}}}

The Perimeter of Rectangle

\textsf{\underline{\underline{Solution : }}}

As the area of the Rectangle is same as the area of the Square.

Area of the square =

\tt{\implies \: side \times side}

\tt{\implies18 \times 18}

\tt{\implies324 }

\large{\boxed{\bigstar{\sf \: {Area = 324 \: {m}^{2} }}}}

Area of Rectangle = 324m²

Breadth of the Rectangle =

Area of Rectangle

\tt{\implies \: length \times breadth = 324}

\tt{\implies27 \times b = 324}

\tt{\implies \: b = \dfrac{324}{27} }

\tt{\implies \: b = 12}

\large{\boxed{\bigstar{\sf \: {Breadth = 12m }}}}

Perimeter of Rectangle =

\tt{\implies2(l + b)}

\tt{\implies2(27 + 12)}

\tt{\implies54 + 24}

\tt{\implies78}

\large{\boxed{\bigstar{\sf \: {Perimeter = 78m }}}}

\therefore \textsf{The Perimeter of Rectangle is 78m}


pratyush4211: Ryt✌️
Sauron: Aapse sikhi hoo ☺️❤️
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