Question

Drow the Alternate angles, corresponding
angles and vesttecally opposite angle​

Answer 1

Lines l and n are parallel to each other and line n is the transversal.

Then, we are getting the following angles and the relations ( vise versa )

• Alternate angles(interior)

⟶ ( ∠1 , ∠4 ), ( ∠2 , ∠3 )

• Alternate angles(exterior)

⟶ ( ∠6 , ∠7 ), ( ∠5 , ∠8 )

• Corresponding angles

⟶ ( ∠5 , ∠3 ), ( ∠6 , ∠4 ), ( ∠1 , ∠7 ) and ( ∠2 , ∠3 )

• Vertically opposite angles

⟶ ( ∠3 , ∠8 ), ( ∠5 , ∠2 )

↪ NOTE ↩

• All the pairs of all alternate angles are equal.

• All the pairs of corresponding angles are equal.

• Two angles formed by two intersecting lines having no common aam are called vertically opposite angles.Vertically opposite angles are also said to be equal.

• An angle is a figure formed by two rays with a common arm.