Can a pair of angles be vertical and supplementary? Give an example or nonexample, with angle measurements, to support your answer.

I dotn believe that a pair of angles can be vertical and supplementary. because vertical angles are across from each other, and supplementary angles are two angles next to each other (adjacent) that have a sum of 180. im not sure how to give an example/nonexample.

A pair of angles that are verttical are across from each other

example, lets say yo had a clock

draw a straight line from 3 to 9

then draw another line from 12 to 6

you have 4 ninety degree angles

the angle vertical angle pairs are

(12 to 3 with 6 to 9)

and

(3 to 6 with 9 to 12)

vertical angles have te same measrue

supplementary angles are adding to 180

so is is possible to have 2 vertical angles that are supplementary means

is it possible to have 2 angles of equal measure that add to 180?

basically

x+y=180

x=y

so

x+x=180

2x=180

divide by 2

x=90

x=y

y=90

the answer is YES

if they are both 90 degree angles