Math, asked by stutichauhan92, 5 months ago

The area of a rectangular lawn is the same as the area of an 18 m long square. If the length of the rectangular lawn is 27 m, find its perimeter.​

Answers

Answered by RiddhimaSinghal
0

Answer:

Easy

Area of Rectangle:- Lenght X Breadth

Step-by-step explanation:

=18X27

=486

Perimeter of Rectangle 2XL+B

=18+27=45

2X45=90

perimeter is 90

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Answered by Anonymous
1

Answer :-

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

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

Explanation :-

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

Given :

Area of the Rectangle = Area of the Square

Length of the Rectangle = 27 m

Side of the square = 18 m

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

To find :

The Perimeter of Rectangle

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

Solution :

Area of the Square = Area of Rectangle

Area of Square =

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

\tt{\implies18 \times 18}⟹18×18

\tt{\implies824}⟹824

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

★AreaofSquare=324m

2

To get the Perimeter,we need to find the Breadth.

Area of Rectangle =

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

\tt{\implies27 \times b = 324}⟹27×b=324

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

27

324

\tt{\implies \: b = 27}⟹b=27

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

★Breadth=12m

Perimeter of Rectangle =

\tt{\implies2(l + b)}⟹2(l+b)

\tt{\implies2(27 + 12)}⟹2(27+12)

\tt{\implies54 + 24}⟹54+24

\tt{\implies78}⟹78

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

★Perimeter=78m

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

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