In the figure l parallel m q is tranversal if a:b is 3:2 find the value of a and b
Answers
Answered by
0
So,
I is parallel to m and q is meant to be their transversal .
angles:angle b=3:2
let the common multiple be 'x' making the ratio
as 3x:2x
measure of angle a +measure of angle b =3x+2x=180°
therefore 5x= 180°
x=180÷5
hence,x=36
Now
as 'a'=3x=3×36=108°
and 'b'=2x=2×36=72°
Hope it will help.
I is parallel to m and q is meant to be their transversal .
angles:angle b=3:2
let the common multiple be 'x' making the ratio
as 3x:2x
measure of angle a +measure of angle b =3x+2x=180°
therefore 5x= 180°
x=180÷5
hence,x=36
Now
as 'a'=3x=3×36=108°
and 'b'=2x=2×36=72°
Hope it will help.
Similar questions