Math, asked by noahpolackal, 5 months ago

Two equal circles are drawn in a rectangular shape of sides 40 cm and 20 cm. Find the are of the rest of the rectangle

Answers

Answered by srivastavaanusha63
3

Answer:

374.5 cm^2

Step-by-step explanation:

Area of shaded portion=area of circle-area of ABCD

=π×(

2

AC

)

2

−AB×BC

AC=

AB

2

+BC

2

=

28

2

+21

2

=35㎝

∴Area of shaded portion=(

7

22

×

2

35

×

2

35

)−(28×21)

=962.5−588

=374.5㎠

Answered by priyarawat47
12

Step-by-step explanation:

Given length of the rectangle= 40 cm

And breadth= 20cm

Area of rectangle = l×b= 40×20= 800 sq.cm

The diameter of the circles= 20cm

Radius= d/2= 20/2= 10cm

Area of 1 circle= πr^(2)

Area of 2 circles = 2(πr^(2))

= 2(3.14×10×10)

= 2(314)= 628sq.cm

Remaining or rest of the area =Area of rectangle- Area of circles

= 800- 628

= 172 sq.cm

Hope this will help you

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