Question

Two supplementary angles differ by 25⁰ then find the angles

Answer 1

Answer:

77.5° and 102.5°

Step-by-step explanation:

let the angles be x,(180-x)

By the problem,

= 180-x-(x)=25°

= 180-x-2x=25°

= 180-2x=25°

= 180-25°=2x

= 155°=2x

= x=77.5°

180-x=180-77.5=102.5°

Therefore,

the 2 angles which are supplementary are 77.5°&102.5°

Answer 2

Step-by-step explanation:

the difference between two angels is =25°

the sum of the two angles is called supplementary angles

supplementary angles =180°

if one angle =180°/2

=90°

the another angle is. =90°

the difference between two angles is =25°

one angle =90°+25°=115°

second angle. =180°-115°=65°

first angle =115°

second angle =64°