which triangle is congruent by AAS?
VTU and CAB
VTU and HFG
HFG and CAB
none of the above
anyone have the answers to unit 6 lesson test congruent triangles unit test
i will mark as brainliest and give 30 POINTS!!!
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VTU is congruent to HFG by AAS rule...
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Answer:
ΔVTU and ΔCAB , ΔHFG and ΔCAB are congurent by AAS congurence property .
Step-by-step explanation:
Definiton of AAS congurence property
Two pairs of corresponding angles and a pair of opposite sides are equal in both triangles .
In ΔVTU and ΔCAB
(1) ∠UTV = ∠BAC
(2)∠UVT = ∠BCA
(3) TU = AB
Thus
ΔVTU ≅ ΔCAB
By using the AAS congurence property .
In ΔHFG and ΔCAB
(1)∠GHF = ∠BCA
(2)∠GFH = ∠BAC
(3)FH = AC
Thus ΔHFG ≅ ΔCAB
By AAS congurence property
Therefore ΔVTU and ΔCAB , ΔHFG and ΔCAB congurent by AAS congurence property .
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