find the value of R of the tiny circle ,here R = radius
Note=> here ABCD is a square and the radius of the two big circles is same and the tiny circle is touching the side AB , arc AC and arc BD tangentially
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let the radius of the circle be x
by Pythagoras theorem
(3+x)²=(1.5)²+(3-x)²
(3+x)²-(3-x)²=(1.5)²
4.3.x=2.25
12x=2.25
x=2.25/12
=225/1200
=9/48(answer)
by Pythagoras theorem
(3+x)²=(1.5)²+(3-x)²
(3+x)²-(3-x)²=(1.5)²
4.3.x=2.25
12x=2.25
x=2.25/12
=225/1200
=9/48(answer)
Anonymous:
welcome
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