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B Solve. (1) In the given figure, in A ABC, A-P-B and A-Q-C seg PQ || seg BC seg PC and seg QB are drawn. Prove that, AP AQ PB QC Write the proof. BL of:

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Similar Questions

Q1

In the adjacent Figure ,

if seg AB || seg PQ , seg AB

≅

seg PQ, seg AC || seg PR, seg AC

≅

seg PR then prove that, seg BC || seg QR and seg BC

≅

seg QR.

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Q2

In the given figure, seg AB is a diameter of a circle with centre C. Line PQ is a tangent, which touches the circle at point T. seg AP ⊥ line PQ and seg BQ ⊥ line PQ. Prove that, seg CP ≅ seg CQ.

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Q3

In the figure,

s e g P R ⊥ s e g B C, s e g A S ⊥ s e g B C a n d s e g Q T ⊥ s e g B C

, then find the ratio

\frac{A (△ A B C)}{A (△ P B C)}

.

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Q4

In the fig seg AB

≅

seg AC, seg PB

≅

seg PC,

∠ A = 40^{\circ}, ∠ P = 140^{\circ}

. Find

x

and

y

.

View Solution

Q5

In the figure,if

s e g A B | | s e g P Q, s e g A B ≅ s e g P Q,

s e g A C | | s e g P R, s e g A C ≅ s e g P R,

then prove that,

s e g B C | | s e g Q R a n d s e g B C ≅ s e g Q R

.

View Solution