Question

. In the given figure, lines AB, CD and EF intersect at O . Find the value of COF .

Answer 1

Answer:From the figure,

BOF = AOE

BOF = 40°

AOC = BOD

AOC = 35°.

[vertically opposite s]

[Given AOE = 40°]

[Vertically opposite s]

[given BOD = 35°]

___________________________

Clearly, AOC + COF + BOF = 180°

35° + COF + 40° = 180°

COF + 75° = 180°

COF = 180°-75°

COF = 105°.

Answer 2

HERE IS YOUR ANSWER MATE.....;

$= > angle \: cof \: = 105$

HOPE IT'S HELPFUL.....:-)