Parallel Lines and Transversals
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Q.
is a triangle right angled at . A line through the mid-point of hypotenuse and parallel to intersects at . Show that is the mid-point of
Q.
In the figure, 2 AD = AB, P is the mid point of AB, Q is mid point of DR and PR∥BS. Then, DSRS=
AB AP
AB < AP
AB > AP
AB = AP
Q. In figure, points X, Y, Z are the midpoints of side AB, side BC and side AC of ABC respectively. AB = 5 cm, AC = 9 cm and BC = 11 cm. Find the length of XY, YZ, XZ.
Q. Use the information, given in the adjoining figure, to show that AB = AC
Q. In the given figure, if AB || CD, ∠APQ=50∘ and ∠PRD=127∘, the value of y is
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Q.
In the given figure, AP = AQ and the right agles are shown. Which of the following statements can certainly be stated?
AP = PB
AB = AC
AQ = AD
None of these