5. In the given figure, is the centre of the circle. The angle subtended by the arc BCD at the centre is 140° BC is produced to P. determine ZBAD and ZDCB.

In Figure,O is the centre of the circle.The angle subtended by the arc BCD at the centre is 140^(0)dot BC is produced to P .Determine /_BAD and /_DCB

In Figure,O is the centre of the circle.The angle subtended by the arc BCD at the centre is 140^(0)dot BC is produced to P .Determine /_BAD and /_DCP

O is the centre of the circle. The angle subtended by the ar BCD at the centre is 150^@ . BC is produced to E. Find angleBAD and angleBCD

In Figure, O is the centre of the circle. The angle subtended by the arc B C D at the centre is 140^@. B C is produced to P . Determine /_B A D\ a n d\ /_D C B .

In Figure, O is the centre of the circle. The angle subtended by the arc B C D at the centre is 140^0dotB C is produced to Pdot Determine /_B A D\ a n d\ /_D C P

O is the centre of the circle and arc ABC subtends an angle of 130^@ at the centre. If AB is extended to P, find anglePBC

In the given figure, O is the centre of the circle and the length of arc AB is twice the length of arc BC. if angleAOB =100^(@) find angleBOC

In the given figure, 0 is the centre of a circle and arc ABC subtends an angle of 130^@ at 0. AB is extended to P. Then, angle PBC is equal to