MEDIUM
10th West Bengal Board
IMPORTANT
Earn 100

ABCD is a cyclic quadrilateral whose diagonal AC is the internal bisector of angle BAD. AD is produced to E such that DE=AB, Prove that CE=CA.

Important Questions on Theorems regarding cyclic quadrilateral

MEDIUM
10th West Bengal Board
IMPORTANT
If ABCD is a cyclic parallelogram then B is
MEDIUM
10th West Bengal Board
IMPORTANT
If ABCD is a cyclic quadrilateral BC is the diameter of the circle If ADC=120° then ACB is
MEDIUM
10th West Bengal Board
IMPORTANT
ABCD is  a cyclic quadrilateral of which ABDC and the side AB is diameter of the circle. If BAC=25° then DAC is
MEDIUM
10th West Bengal Board
IMPORTANT
If ABCD is a cyclic trapezium of which ADBC. If  ABC=75°, then BCD is
EASY
10th West Bengal Board
IMPORTANT
In a cyclic quadrilateral PQRS if PQR=80°, then RSP is
EASY
10th West Bengal Board
IMPORTANT
If a side of a quadrilateral inscribed in circle produced, the exterior angle is equal to the opposite _____ angle.
MEDIUM
10th West Bengal Board
IMPORTANT
In a cyclic quadrilateral sum of the measure of any two opposite angle=_____.
MEDIUM
10th West Bengal Board
IMPORTANT
If PQRS is a cyclic parallelogram, then the measure of P=_____°.