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+l. M a e In the A diagram given A alongside, prove ED F that EF POWERF biseets Ap. b. A P

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Similar Questions
Q1

Question 13
In the given figure, l||m and line segments AB, CD and EF are concurrent at point P. Prove that
AEBF=ACBD=CEFD.

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Q2
In the alongside diagram, ABCD is a parallelogram in which AP bisects angle AP bisects angle A and BQ bisects angle B. Prove that:

(i) AQ=BP
(ii) PQ=CD.
(iii) ABPQ is a parallelogram.

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Q3
In the figure given alongside, prove that
(i)AB=FC
(ii)AF=BC
[Hint. (i)ΔABEΔCFD,RHS
(ii)AB=FCAF+FB=FB+BC.]
1212608_8fdcafee6f8641d7bba322787de2cc67.jpg
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Q4
In the figure given alongside, ABCD is a square and EF is parallel to diagonal BD. If EM = FM, prove that DF = BE.

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Q5
ABCD is a rhombus, EABF is a straight line such that EA=AB=BF. Prove that ED and FC when produced meet at right angles.
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