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Daca tr. Abc congruent cu tr. Mnp , atunci......

Răspuns :

Albatran
atunci;
AB ≡MN, BC≡NP ,CA≡PM
unde "≡"  congruent, masuri egale
adica in ordinea asta si nu altfel

si 
m∡A=m∡M, m∡B=m∡N , m∡C=m∡P
adica in ordinea asta si nu in alta
   
[tex]\text{Daca } \Delta ABC \equiv \Delta MNP \text{,atunci:.....} \\ ...[AB] \equiv [MN] \\ ...[BC] \equiv [NP] \\ ...[CD] \equiv [PM] \\ ... \measuredangle A \equiv \measuredangle M \\ ... \measuredangle B \equiv \measuredangle N \\ ... \measuredangle C \equiv \measuredangle P \\ [/tex]

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