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70. M is use mid-point of a line segment Af: AXB and MYB ase equilateral uriangles of opposite sides of AB. XY cuts AB a Prove that : A. \( A \). 2 Z. Find the pays if \( A C = 3 \mathrm { sm } \) and \( C B = 6 \mathrm { cm } \), find

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Q1
M is the mid-point of a line segment AB. AXB and MYB are equilateral triangles on opposite sides of AB. XY cuts AB at Z. Find m if AZ=m ZB.
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Q2
AB is a line segment AX and BY are two equal line segments drawn opposite sides of line AB such that AX ||BY.
If line segments AB and XY intersect each other at point P. Prove that
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Q3

AB is a line segment. AX and BY are two equal line segments drawn opposite sides of line ABsuch that AX||BY. If line segments AB and XYintersect each other at point P. Prove that
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(b) line segmentsAB and XYbisect each other at P.


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Q4
AB is a line segment, AX and BY are two equal line segments drawn opposite sides of line AB, such that AXBY. If ΔAPXΔBPY then, line segments AB and XY intersect each other at point P such that:
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Q5
A point C is called the mid-point of a line segment AB if
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