Question

Question
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Answer 1

Answer:

q= 110° Opp sides of angles are equal

Step-by-step explanation:

r= 70° As p is a straight line

Answer 2

Figure refers to the attachment

• ∠ABp = 135°
• ∠p = 110°
• ∠BpX = 55° = ∠XrC

According to the question

→ ∠XrC + ∠YrC = 180° [ Linear pair ]

→ 55° + ∠YrC = 180°

→ ∠YrC = 180° - 55°

→ ∠YrC = 125°

Now,

• ∠XrC = ∠q = 55° [ Alternate angle ]

→ 55° + ∠BpY = 180° [ Linear pair ]

→ ∠BpY = 180° - 55°

→ ∠BpY = 125°

Focus Zone :

★ Corresponding angles lie on the same side of the transversal.

★ Alternate angles lie on the opposite sides of transversal.

★ Two adjacent angles form a linear pair.

★ Two angles formed by the intersection of two lines having a common vertex are called vertically opposite angle.

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