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Chapter 10, Circles, of Grade 9, is one of the most important chapters, whose concepts will also be used in Class 10. The weightage of this chapter in the final exam is around 15 marks. Therefore, students are advised http://freestyler.ws/user/454423/baustubsysva1985, to read the chapter carefully and practise each and every question included in the textbook with the help of NCERT Solutions, http://arahn.100webspace.net/profile.php?mode=viewprofile&u=155878 along with examples, to have good practice. 5. In the given figure, $\mathbf$, $\mathbf$, $\mathbf$ and $\mathbf$ are four points on a circle. $\mathbf$ and $\mathbf$ intersect at a point $\mathbf$ such that $\angle \mathbf=\mathbf}}$ and $\angle \mathbf=\mathbf}}$. Find$\angle \mathbf$. Below we have provided the links to check solutions of the other exercises of the chapter. Learn CBSE Given: ∠BOC=30° and ∠AOB=60°To find: ∠ADCSolution: ∠AOC=2∠ADC ———∠AOB+∠BOC=2∠ADC60°+30°=2∠ADC90+30=2∠ADC90/2=∠ADC45=∠ADC