if triangle ABC congurent to Triangle PQR, AB=5, BC = 7, AC =9, PQ=10 then find QR&PR
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Answer:
QR = 14
PR = 18
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In ∆ ABC
AB = 5
BC = 7
AC = 9
In ∆ PQR
PQ= 10
We will find the value using CPCT
BC=QR=7
PR=AC=9
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CPCT Concept :-
(Corresponding Parts of Congruent Triangles are Congruent)
This concept is generally used to prove equal angles or sides of the two triangle .
We can prove equal by congruent method .
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Criterion of CPCT Concept :-
SSS - All the 3 sides are equal
AAS - 2 angles are equal
SAS - 2 sides are equal
ASA - 2 Angles are same
RHS- There should be 90°
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