Question

find the angles which are formed by two intersecting lines all 4 if a pair of vertically opposite angles add up to 236°​

Answer 1

Answer:

the 4 angles are 118°​,62°​,118°​,62°​​

Step-by-step explanation:

given, 2 lines are intersecting such that one pair of vertically opposite angles sum up as 236°​

we know, the vertically opposite angles will be equal

so, if taken , one of the angle= x

then given 2x = 236°​

                => x = 236°​/2

                        = 118°​

the adjacent angle to 118°​ will be its supplement

=> the adjacent angle =  180°​ - 118°​

                                     =  62°​

so, the vertically opposite angle to this 62°​ will also be equal to 62°​

so, the 4 angles are 118°​,62°​,118°​,62°​​