Math, asked by student09876, 4 months ago

Find the area of a rectangular park which is 18 3/5 m long and 50/3 m
broad. area of a rectangular park which is 18 3/5 m long and 50/3 m broad.

Answers

Answered by Mysterioushine
134

Given :

  • Length of the rectangular park = 18\sf{\dfrac{3}{5}} m
  • Breadth of the rectangular park = 50/3 m

To Find :

  • The area of the rectangular park

Solution :

Area of a rectangle is given by , Length × breadth.

Substituting the values we have in the formula ,

→ Area = 18\sf{\dfrac{3}{5}} × \sf{\dfrac{50}{3}}

→ Area = \sf{\dfrac{93}{5}} × \sf{\dfrac{50}{3}}

→ Area = 310 m²

Hence ,

  • The area of the given rectangular park is 310 m²

More Formulae :

  • Perimeter of rectangle = 2(length + breadth)
  • Perimeter of square = 4(side)
  • Area of square = (side)²

Anonymous: super answer
ItzVenomKingXx: Splendid!!!!!!
SunitaKumari00: Great Work Mam!!
balendradubey5bd: Splendid!!
Anonymous: Great Job! :D
Anonymous: Excellent :)
student09876: thank you
student09876: I want your answer to be verified
student09876: Evaluate each of the following expression for x = -2, y = -1 , z = 3:
(x/y) + (y/z) + (z/x) pls answer this too
Shubhendu8898: Please ask your question on Brainly so that users can solve it easily.
Answered by Anonymous
44

Answer:

Given :-

Length of the rectangular park = 18 3/5 m

Breadth of the rectangular park = 50/3 m

To Find :-

Area

Solution :-

As we know that

Area = Length × Breadth

 \sf \: Area \:  = 18 \dfrac{3}{5}  \times  \dfrac{50}{3}

 \sf \: Area \:  =  \dfrac{90 + 3}{5}  \times  \dfrac{50}{3}

 \sf \: Area \:  =  \dfrac{93}{5}  \times  \dfrac{50}{3}

Cancelling 5 by 50 and 93 by 3

 \sf \: Area \:   = 31 \times 10

 \sf \: Area \:  = 310 \:  {m}^{2}


Anonymous: Thnx ☺️
Anonymous: Nice...!
Anonymous: Thanks
balendradubey5bd: Nice Work :)
Anonymous: Awesome! :)
Anonymous: Thnx
student09876: amazing
Anonymous: Thanks
student09876: your welcome
student09876: keep it on
Similar questions