in a cyclic quadrilateral ABCD, angle A is equal to 2 X + 4 degree, angle b is equal to y + 3 degree, angle C is equal to 2y + 10 degree and Angle d is equal to 4 x minus 5 degree find the four angles
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in a cyclic quadrilateral sum of opposite angles is 180 degree
A+C=180 and B+C=180
2x+4+2y+10=180
x+y=83
y+3+4x-5=180
4x+y=182
on solving we get
x=33 degree
y=50 degree
A=2*33+4=70 degree
B=50+3=53 degree
C=2*50+10+110 degree
D=4*33-5=127 degree
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