. Two circles with radii √ 7 /π and √ 4 /π intersect each other. Find difference in areas of non intersecting parts of these circles
Answers
Given : Two circles with radius 7/√π and 4/√π
To Find : Difference in area of non intersecting parts
Solution:
Area of circle = π (Radius)²
Area of circle radius 7/√π = π ( 7/√π)² = 49 sq units
Area of circle radius 4/√π = π ( 74/√π)² = 16 sq units
Let say area of intersecting Part = x sq units
Area of circle radius 7/√π non intersecting parts = 49 - x sq units
Area of circle radius 4/√π non intersecting parts = 16 - x sq units
Difference in area of non intersecting parts = (49 - x) - (16 - x)
= 33 sq units
Learn More:
What is the area of the shaded portion of the circle? (5π – 11.6) ft2 ...
brainly.in/question/10536310
find the area of the shaded region in the following figure - Brainly.in
brainly.in/question/8104770
Abcd is a square with side 2√2 cm and inscribed in a circle find the ...
brainly.in/question/8916178