Math, asked by isabellacatherine99, 8 months ago

A cow is tethered by a rope to one corner of a 20 m square field. The cow can graze half the area of the field. How long is the rope?

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Answered by Anonymous
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Perimeter and Area

Applications of Perimeter and Area of Regular Shapes

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Asked on January 17, 2020 by

Nilraj Johnson

A cow is tied with a rope of length 14 m at the corner of a rectangular field of dimensions 20m×16m. The area of the field in which the cow can graze is :

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ANSWER

Given-ABCD is a rectangular field of dimensions 20m×16m.

A cow tied by a rope BP=BQ=14m at B, is grazing.

Here the cow grazes an area A = Area of Sector with central angle 90

o

and radius 14m.

∴A=

360

o

θ

×π×r

2

where θ= Central Angle =90

o

,

and

r= radius of the sector=14m.

∴A=

360

o

90

o

×

7

22

×14

2

=154m

2

.

solution

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