The difference between the measures of two angles of a linear pair is 80 find the smaller angle
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Answered by
5
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we know that sum of
linear pair is 180
-----------------------------
let angle. are x and y
given that ...
x + y = 180 -----eq1
x - y = 80 -----eq2
then ....
according to the question
now.....
add both eqns
then we get
2x = 260
x = 130
so....
y = 50
hence angles are
50 and 130
it is answer
➖➖➖➖➖➖➖
✔✔✔✔✔✔✔✔
plzz mark it as brainlist
⚓⚓⚓⚓⚓⚓⚓⚓
we know that sum of
linear pair is 180
-----------------------------
let angle. are x and y
given that ...
x + y = 180 -----eq1
x - y = 80 -----eq2
then ....
according to the question
now.....
add both eqns
then we get
2x = 260
x = 130
so....
y = 50
hence angles are
50 and 130
it is answer
➖➖➖➖➖➖➖
Answered by
3
Step-by-step explanation:
x+y=180 equ1
x-y=80 equ2
atq
adding equa1and2
2x=260
1x=130.
y=50
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