Question: An arc PQ of a circle subtends a central angle as in the figure. Let A() be the area between the chord PQ and
An arc PQ of a circle subtends a central angle θ as in the figure. Let A(θ) be the area between the chord PQ and the arc PQ. Let B(θ) be the area between the tangent lines PR, QR, and the arc. Find![]()
![]()
A(0) lim 00* B(0) A(0) B(0)R Q.
Step by Step Solution
3.45 Rating (164 Votes )
There are 3 Steps involved in it
Let the circle have radius r so OP OQ R where O is the center of t... View full answer
Get step-by-step solutions from verified subject matter experts
