Math, asked by ritesh8310k, 10 months ago

The perimeter of a rectangle of an an area 650cm² , whose breadth is 13 cm , then find the length​

Answers

Answered by Anonymous
24

\huge\mathfrak\blue{Answer:}

Given:

  • We have been given that the area of a rectangle is 650cm².
  • The breadth of rectangle is 13cm.

To Find:

  • We need to find the perimeter and length of rectangle.

Solution:

We know that perimeter of rectangle is 2(l + b) and area of rectangle is l × b.

We have been given that the area if rectangle is 650cm² and breadth is 13cm.

Therefore length × bredth = Area

=> Length = Area/Breadth

=> Length = 650/13

=> Length = 50cm

Now, if we need to calculate the perimeter of rectangle, we have

Perimeter = 2(l + b)

=> Perimeter = 2(50 + 13)

=> Perimeter = 2(63)

=> Perimeter = 126cm²

Hence, the length of rectangle is 50cm and its perimeter is 126cm².

Answered by visheshagarwal153
9

\huge\mathfrak\orange{Answer:-}

Given:-

Area of a rectangle:- 650cm²

Breadth of the rectangle:- 13cm

To Find:-

Length and Perimeter of the rectangle.

Solution:-

\longrigharrow\tt{Area\:of\:a\: rectangle=Length ×Breadth}

\longrightarrow\tt{650cm^2=L{\times}13cm}

\longrightarrow\tt{L={\dfrac{\cancel{650}}{\cancel{13}}}}

\longrightarrow\tt{L=50cm}

\longrightarrow\tt{Length=50cm}

\longrightarrow\tt{Perimeter \:of \: rectangle=2(l+b)}

\longrightarrow\tt{Perimeter\:of\: rectangle=2(13+50)}

\longrightarrow\tt{Perimeter\:of\: rectangle=2(63)}

\longrightarrow\tt{Perimeter\:of \: rectangle= 126cm^2}

\sf{Hence,\:the\; perimeter\:and\;the\;length\:of\:the}

\sf{rectangle \:is\:650cm^2 \: and\:50cm\: respectively.}

Hope it helps!

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