Exam problems: Find the angle of intersection of the following pair of curves. These questions are repeated in the VTU semester exams for 5-6 marks.PL watch till end and practise them.
Before watching the video please refer to the previous videos for a better understanding of problem-solving. It will be straightforward for you to follow and understand the problems solved in the above video.
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The three polar curve problems to Find the angle between the curves given below are solved in this video.

👉Find the angle of intersection of the following pair of curves
1. r=sinθ + cosθ and r=2sinθ
2. r^2sin2θ=4 and r^2=16sin2θ
3. r=alogθ and r=a/logθ

Now the steps to find the angle between two polar curves
✅We first find the angle between radius and tangent vector for both the curves.
✅Then the angle of intersection is | Φ1- Φ2 |

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