Math, asked by pruthvi9420048945, 2 months ago

find area and perimeter of rectangle swimming pools with length 45 m and breath 35 meter​

Answers

Answered by simran7539
7

Solution

Given :-

  • The length of rectangular swimming pools is 45 m.

  • The breadth of rectangular swimming pools is 35 m.

To Find :-

  • The perimeter of rectangular swimming pools.

  • The area of rectangular swimming pools.

Step-by-Step-Explaination :-

As we know that :-

Perimeter of rectangle = 2 ( length + breadth )

Where,

  • The length of rectangular swimming pools = 45 m.

  • The breadth of rectangular swimming pools = 35 m.

Putting the respective value,

Perimeter of rectangle = 2 ( 45 + 35 )

Perimeter of rectangle = 2 × 80

Perimeter of rectangle = 160

Hence,

The perimeter of the rectangular swimming pool is 160 m.

Now,

As we know that :-

Area of rectangle = Length × Breadth

Where,

  • The length of rectangular swimming pools = 45 m.

  • The breadth of rectangular swimming pools = 35 m.

Putting the respective value,

Area of rectangle = 45 × 35

Area of rectangle = 1,575

Hence,

The area of rectangular swimming fool is 1,575 m².

Answered by ChimChimsKookie
24

{\huge{\boxed{\tt{\color {turquoise}{⛤Answer:-}}}}}

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{\tt{\color {plum}{The\:Area\: Of\: The\: Swimming\: Pool\: →\:  1575m².\:}}}

{\tt{\color {plum}{The\: Perimeter\: Of\: The\: Swimming\: Pool\: →\:160m.\:}}}

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{\huge{\boxed{\tt{\color {teal}{⛤Step\: by\: Step\: Explanation\: :-\:}}}}}

According to the question

{\tt{\color {brown}{We\: need\: to\: find\: ↷\:}}}

  • {\tt{\color {pink}{The\: Area\: Of\: The\: Swimming\: Pool\:}}}
  • {\tt{\color {pink}{The\: Perimeter\: Of\: The\: Swimming\: Pool\:}}}

Given That

  • {\tt{\color {pink}{Length\: of\: the\: Swimming\: Pool\: ⇾\: 45m\:}}}
  • {\tt{\color {pink}{Breadth\: of\: the\: Swimming\: Pool\:⇾\:35m\:}}}

First, Finding The Area Of The Swimming Pool, By Applying The Formula

{\boxed{\tt{\color {maroon}{→Area = (Length × Breadth)units.}}}}

And, Solving After Putting The Values

{\tt{\color {maroon}{→Area = (45 × 35) {m}^{2} }}} \\ {\tt{\color {maroon}{→}}} \: {\boxed{\tt{\color {maroon}{1575 {m}^{2} }}}}

Left Perimeter Of The Swimming Pool, So Finding It By Applying The Formula

{\boxed{\tt{\color {maroon}{→ Perimeter = 2(l+b)units.}}}}

And, Solving After Putting The Values

{\tt{\color {maroon}{→ Perimeter = 2(45 + 35)m}}} \\ {\tt{\color {maroon}{→}}} \: {\tt{\color {maroon}{2 \times 80m}}} \\ {\tt{\color {maroon}{→}}} \: {\boxed{\tt{\color {maroon}{160m}}}}

⑉⑉⑉⑉⑉⑉⑉⑉⑉⑉⑉⑉⑉⑉⑉⑉⑉⑉⑉⑉⑉⑉⑉⑉⑉⑉⑉⑉⑉⑉ 

   ⠀  

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{\tt{\color {plum}{✿\: ~Thanx\:}}}

{\tt{\color {purple}{You\:}}}{\tt{\color {plum}{Very\:}}}{\tt{\color {purple}{Much!\:}}}

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