3. In the given figure, 1 || m and n is a transversal. If mZ5 = (2x

1.	3. In the given figure, 1 \|\| m and n is a transversal. If mZ5 = (2x + 40)º and mZ1 = (3x + 20°, find the valueof x and mZ5.
Answer» ong>Answer:80degree Step-by-step explanation:as, l//m and N is transversal angle 5 = angle 1 ( corresponding ANGLES) ( 2X+ 40)=(3x+20) = 2x+40= 3x+20 = 2x-3x = 20-40 = -x = -20 = x=20 angle 5 = 2(20)+ 40 = 40 + 40 = 80 hope it helps u plz mark as brainliast answer 15thnks=inbox

3. In the given figure, 1 || m and n is a transversal. If mZ5 = (2x + 40)º and mZ1 = (3x + 20°, find the valueof x and mZ5.

Answer»

ong>Answer:80degree

Step-by-step explanation:as, l//m and N is transversal

angle 5 = angle 1 ( corresponding ANGLES)

( 2X+ 40)=(3x+20)

= 2x+40= 3x+20

= 2x-3x = 20-40

= -x = -20

= x=20

angle 5 = 2(20)+ 40

= 40 + 40

= 80

hope it helps u

plz mark as brainliast answer

15thnks=inbox