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RHS Criteria for Congruency

In a ∆ABC, if...

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In a ∆ABC, if AB = 8 cm, AC = 10 cm and BC = 14 cm, then the length of median AD drawn from point ‘A’ on BC is equal to

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Δ A B C

, if AB = 8 cm, AC = 10 cm and BC = 14 cm, then the length of median AD drawn from point A on BC is equal to

Δ A B C

, AD is median, and E is the mid-point of AD, BE is extended and it meets AC in F. If AB= 8 cm, BC=21 cm and AC=15 cm, then AF is equal to:

Δ A B C,

A B, B C

C A

10 c m, 8 c m

7 c m

respectively. On

A B,

P

is taken such that

A P = 4 c m .

P Q

is drawn parallel to

B C,

then its length is equal to:

Q. In fig., a circle is inscribed in triangle

A B C

touches its sides

A B, B C

A C

D, E

F

respectively. If

A B = 12

B C = 8

A C = 10

cm, then find the length of

A D, B E

C F

.

Q. A circle has two equal chords

A B

A C

A D

B C

E

A C = 12

A E = 8

A D

(in cm) is equal to

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