what is the full form of CPCT
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Your answer :
CPCT : Corresponding Parts of Congruent Triangle
Example :
In ▲ABC and ▲PQR :
1. AC = PQ (given)
2. ∠B = ∠R (90° each)
3. BC = QR (given)
▲ABC ≅ ▲PQR (RHS)
AB = PR (CPCT)
∠BAC = ∠QPR (CPCT)
Hope this helps.
Have a nice day =)
CPCT : Corresponding Parts of Congruent Triangle
Example :
In ▲ABC and ▲PQR :
1. AC = PQ (given)
2. ∠B = ∠R (90° each)
3. BC = QR (given)
▲ABC ≅ ▲PQR (RHS)
AB = PR (CPCT)
∠BAC = ∠QPR (CPCT)
Hope this helps.
Have a nice day =)
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