Complete the following proof related to the figure below.

Given:
is the perpendicular bisector of

Prove:
∠R = ∠S

Which of the following could be statements in line 2 in the proof? Select all that apply.

∠1=∠2

∠3=∠4

∠R=∠S

RQ=SQ

2. If M is the midpoint of RS and SQ then RQ = SQ. | Reason: If a point is at a perpendicular bisector line of one segment, that point is equidistant from each endpoint of the line segment.

3. ∠R ≅ ∠S | Reason: Since PQ is the perpendicular bisector line then we can affirm PS≅ PR and RQ≅SQ as an equal pair of sized segments. That implies equal opposite angle measures of ∠R and ∠S.

4. RQ=SQ | Reason: If Q is the midpoint then RQ has the same size as SQ.

Complete the following proof related to the figure below. Given: is the perpendicular bisector of Prove: ∠R = ∠S Which of the following could be statements in line 2 in the proof? Select all that apply. ∠1=∠2 ∠3=∠4 ∠R=∠S RQ=SQ

Respuesta :

Otras preguntas

Complete the following proof related to the figure below.

Given:
is the perpendicular bisector of

Prove:
∠R = ∠S

Which of the following could be statements in line 2 in the proof? Select all that apply.

∠1=∠2

∠3=∠4

∠R=∠S

RQ=SQ