Math, asked by manthangaur, 1 month ago

1. Find the perimeter of a rectangle in which:
length= 8m 5dm and breadth= 6m and 8dm​

Answers

Answered by Ladylaurel
9

Answer :-

  • The perimeter of rectangle is 306dm.

Step-by-step explanation:

To Find :-

  • The perimeter of rectangle

Solution:

Given that,

  • The length of rectangle = 8m 5dm
  • The breadth of rectangle = 6m 8dm

Firstly, converting length and breadth of rectangle to dm from m.

Length :-

=> ( 8m = 80dm ) + 5dm

=> 80dm + 5dm

=> 85dm

Breadth :-

=> ( 6m = 60dm ) + 8dm

=> 60dm + 8dm

=> 68dm

Now, According the question,

  • The perimeter of rectangle

As we know that,

Perimeter of rectangle = 2 ( l + b ),

Where,

  • l = Length
  • b = Breadth

Therefore,

=> Perimeter = 2 ( Length + Breadth )

=> 2 ( 85 + 68 )

=> 2 ( 153 )

=> 2*153

=> 306dm.

Hence,

  • The perimeter of rectangle is 306dm.
Answered by BrainlyMiracler723
35

\huge\bold\red{Question}

 \\

  • Find the perimeter of a rectangle in which:
  • length= 8m 5dm and breadth= 6m and 8dm

 \\

\huge\bold\red{Solution}

 \\

\huge\rm\purple{Formula-}

Perimeter of a rectangle=

  • 2(Length+Breadth)
  • 2(L+B)

Now based on the formula above we will calculate the perimeter by the given length and breadth.

  • \implies2 (8 m 5 Dm +6m 8 dm)

Convert m (meter) to dm (deca meter)

1 m=10 dm

:.8m=8×10 dm

=>80 dm

 \\

6 m=6×10 dm

=>60 dm

 \\

  • \implies2 (85 dm + 68 dm)
  • \implies2×153 dm
  • \impliesPerimeter=306 dm
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