Points x and y lie on the opposite sides AB and CD respectively of a parallelogram ABCD such that AX= that AC and XY bis ect each other . C Y .Show
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Explanation:
In ∆ AXO and ∆ CYO
AX = CY
angle XAO = angle YCO ( as AB || DC and AC
trns. , alt. inter. angle)
angle AXO = angle CYO ( as AB || DC and XY
trns., alt. inter. angle)
( By ASA)
∆ AXO congarance ∆ CYO
therefore
AO = CO ( CPCT)
XO = YO ( CPCT)
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