Question

The length and breadth of a rectangular field are 203/4 m and 161/4 m , respectively . Find area and perimeter of the field.

Answer 1

Given:-

• Length of rectangular field = $\dfrac{203}{4}m$

• Breadth of rectangular field = $\dfrac{161}{4}m$

To Find:-

• It's Area and Perimeter

Formula used:-

• Area of Rectangle = Length × Breadth

• Perimeter of Rectangle = 2(L + B)

Solution:-

Area of Rectangle = Length × Breadth

$\implies\:Area =\dfrac{203}{4}\times\dfrac{161}{4}$

$\implies\:Area =\dfrac{32,683}{16}m^2$

or,

${\boxed{\implies\:Area =2042.69m^2}}$

Now,

Perimeter of Rectangle = 2(L + B)

$\implies\: Perimeter =2(\dfrac{203}{4}+\dfrac{161}{4})$

$\implies\: Perimeter =2(\dfrac{203+161}{4})$

$\implies\: Perimeter =2\times\dfrac{364}{4}$

$\implies\: Perimeter =2\times91$

${\boxed{\implies\: Perimeter =182m}}$

Hence, The Area and Perimeter of the rectangular field is 2042.69m² and 182m respectively.

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