Proof: Perpendicular Bisector Divides Line in Two Equal Parts

Q.

In $\Delta$ ABC, AB=AC and AD is perpendicular to BC. State the property by which $\Delta$ ABC $\cong$ $\Delta$ ADC.

1. SAS property

2. RHS property

3. SSS property

4. ASA property

Q.

In the given figure if AP=BP, AQ=BQ, then can we say that AM=BM?

1. True

2. False

Q.

Each point on a/an _________ is such that it forms an isosceles triangle with the end points of the given line segment.

1. angular bisector
2. perpendicular bisector
3. altitude
4. median