Math, asked by rishikasrivastav88, 25 days ago

The ratio of length and width of rectangular field is 3 : 2. If area of field is 864 sq meters, find perimeter.​

Answers

Answered by itzcutearmylinkgirl
2

Answer:

Length of a rectangle field =3x

Breadth of a rectangle field =2x

Area =3456 m

2

3x×2x=3456 m

2

6x

2

=3456 m

2

x

2

=576 m

2

x=24 m

Therefore, the length =72 m

Breadth =48 m

Perimeter of the rectangular field =72+48=120 m

Cost of 1 meter =Rs.4

Cost of 120 meter =Rs.4×120=Rs.480.

Answered by prachizinjurde9
0

Given that:

Given that:Length of a rectangle field =3x

Given that:Length of a rectangle field =3xBreadth of a rectangle field =2x

Given that:Length of a rectangle field =3xBreadth of a rectangle field =2xArea =3456 m

Given that:Length of a rectangle field =3xBreadth of a rectangle field =2xArea =3456 m 2

Given that:Length of a rectangle field =3xBreadth of a rectangle field =2xArea =3456 m 2

Given that:Length of a rectangle field =3xBreadth of a rectangle field =2xArea =3456 m 2 3x×2x=3456 m

Given that:Length of a rectangle field =3xBreadth of a rectangle field =2xArea =3456 m 2 3x×2x=3456 m 2

Given that:Length of a rectangle field =3xBreadth of a rectangle field =2xArea =3456 m 2 3x×2x=3456 m 2

Given that:Length of a rectangle field =3xBreadth of a rectangle field =2xArea =3456 m 2 3x×2x=3456 m 2 6x

Given that:Length of a rectangle field =3xBreadth of a rectangle field =2xArea =3456 m 2 3x×2x=3456 m 2 6x 2

Given that:Length of a rectangle field =3xBreadth of a rectangle field =2xArea =3456 m 2 3x×2x=3456 m 2 6x 2 =3456 m

Given that:Length of a rectangle field =3xBreadth of a rectangle field =2xArea =3456 m 2 3x×2x=3456 m 2 6x 2 =3456 m 2

Given that:Length of a rectangle field =3xBreadth of a rectangle field =2xArea =3456 m 2 3x×2x=3456 m 2 6x 2 =3456 m 2

Given that:Length of a rectangle field =3xBreadth of a rectangle field =2xArea =3456 m 2 3x×2x=3456 m 2 6x 2 =3456 m 2 x

Given that:Length of a rectangle field =3xBreadth of a rectangle field =2xArea =3456 m 2 3x×2x=3456 m 2 6x 2 =3456 m 2 x 2

Given that:Length of a rectangle field =3xBreadth of a rectangle field =2xArea =3456 m 2 3x×2x=3456 m 2 6x 2 =3456 m 2 x 2 =576 m

Given that:Length of a rectangle field =3xBreadth of a rectangle field =2xArea =3456 m 2 3x×2x=3456 m 2 6x 2 =3456 m 2 x 2 =576 m 2

Given that:Length of a rectangle field =3xBreadth of a rectangle field =2xArea =3456 m 2 3x×2x=3456 m 2 6x 2 =3456 m 2 x 2 =576 m 2

Given that:Length of a rectangle field =3xBreadth of a rectangle field =2xArea =3456 m 2 3x×2x=3456 m 2 6x 2 =3456 m 2 x 2 =576 m 2 x=24 m

Given that:Length of a rectangle field =3xBreadth of a rectangle field =2xArea =3456 m 2 3x×2x=3456 m 2 6x 2 =3456 m 2 x 2 =576 m 2 x=24 mTherefore, the length =72 m

Given that:Length of a rectangle field =3xBreadth of a rectangle field =2xArea =3456 m 2 3x×2x=3456 m 2 6x 2 =3456 m 2 x 2 =576 m 2 x=24 mTherefore, the length =72 m Breadth =48 m

Given that:Length of a rectangle field =3xBreadth of a rectangle field =2xArea =3456 m 2 3x×2x=3456 m 2 6x 2 =3456 m 2 x 2 =576 m 2 x=24 mTherefore, the length =72 m Breadth =48 mPerimeter of the rectangular field =72+48=120 m

Given that:Length of a rectangle field =3xBreadth of a rectangle field =2xArea =3456 m 2 3x×2x=3456 m 2 6x 2 =3456 m 2 x 2 =576 m 2 x=24 mTherefore, the length =72 m Breadth =48 mPerimeter of the rectangular field =72+48=120 mCost of 1 meter =Rs.4

Given that:Length of a rectangle field =3xBreadth of a rectangle field =2xArea =3456 m 2 3x×2x=3456 m 2 6x 2 =3456 m 2 x 2 =576 m 2 x=24 mTherefore, the length =72 m Breadth =48 mPerimeter of the rectangular field =72+48=120 mCost of 1 meter =Rs.4Cost of 120 meter =Rs.4×120=Rs.480.

Given that:Length of a rectangle field =3xBreadth of a rectangle field =2xArea =3456 m 2 3x×2x=3456 m 2 6x 2 =3456 m 2 x 2 =576 m 2 x=24 mTherefore, the length =72 m Breadth =48 mPerimeter of the rectangular field =72+48=120 mCost of 1 meter =Rs.4Cost of 120 meter =Rs.4×120=Rs.480.This is the required solution.

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