Question

The area of Quadrant of a circle of radius 7cm is​

Answer 1

Your Answer:

$\tt Area \:of \:Quadrant = \frac{Area \:of \:Circle}{4} \\\\ \tt \rightarrow Area\: of \:Quadrant = \frac{ πr^{2}}{4}\\\\ \tt \rightarrow Area \:of \:Quadrant = \frac{22}{7} \times 7 \times 7 \times \frac{1}{4}\\\\ \tt \rightarrow Area = \frac{154}{4}cm^{2}\\\\ \tt \rightarrow Area = 38.5cm^{2}$

Concepts used:

• $\tt \red{Area\:of \:Circle ( Mensuration )}$
• $\tt \blue{Division\:of\:Area}$
• $\tt \green{Mathematical\:Solvings}$

What is Quadrant?

Quadrant is 1/4th part of a circle. here the angle between the radius is 90°.

What is Circle?

Circle is the collection of many points from a fixed distance known is centre of the circle.