two angles are supplementary if one of them is 30 degree less than 5 times the other find the angles
Answers
Answered by
13
hiiiii friend
here is your answer
assuming the one angle be "k°"
so, another must be (5 × k - 30°)
as these angles are supplementary to each other;
then,
k + 5k - 30° = 180°
6k = 180° + 30°
k = 210°/6
k = 35°
so, first angle be 35°
and second angle be 145°
glad to help you
hope it helps
thank you.
have a great journey ahead
here is your answer
assuming the one angle be "k°"
so, another must be (5 × k - 30°)
as these angles are supplementary to each other;
then,
k + 5k - 30° = 180°
6k = 180° + 30°
k = 210°/6
k = 35°
so, first angle be 35°
and second angle be 145°
glad to help you
hope it helps
thank you.
have a great journey ahead
Anonymous:
Hey..
Answered by
3
let angles are x and 5 (x - 30)
x + 5 (x - 30) = 180
x + 5x - 150 = 180
6x = 330
x = 55°
5 (55 - 30) = 125°
hence angles are 55° and 125°
Thanks
x + 5 (x - 30) = 180
x + 5x - 150 = 180
6x = 330
x = 55°
5 (55 - 30) = 125°
hence angles are 55° and 125°
Thanks
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