Question

in the given figure two straight lines a b and CD intersect at a point O if angle b o d is equal to X degree and Angle aod is equal to 4 x minus 5 degree then the find the value of x hence find Angle Bod and angle aod and angle AOC and angle BOC​

Answer 1

Answer:

here the answer ....on finding X you can find all angles

Answer 2

Answer:

X = 37

∠bod  = 37°

∠aod = 143°

∠aoc = 37°

∠boc = 143°

Step-by-step explanation:

ab is a straight line

=> ∠aod  + ∠bod = 180°

∠bod  = X°

∠aod  = (4X - 5) °

=> X° + (4X - 5) ° = 180°

=> 5X° = 185°

=> X = 37

∠bod  = 37°

∠aod = 4X - 5 = 4*37 - 5  = 143°

∠aoc = ∠bod (opposite angles)

=> ∠aoc = 37°

∠boc = ∠aod (opposite angles)

=> ∠boc = 143°