Which postulate proves that triangle abc is congruent to triangle cde?
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meant abc and cda
take a screenshot and attach
@rational i uploaded it
well if the whole shape is a parallelogram then opposite sides are equal and then we can make a conclusion but we dont know that...
right so based on what we know, would it be the fact that the diagonal is going corner to corner would that mean that its symmetric property
Hint : Only one of the options is a triangles congruence postulate
only one of them is a postulate at all lol
well is it the angle addition postulate?
nope, it has nothing much to do with congruence triangle postulates
was i right about symmetric property?
nope, again it is not a congruence triangles postulate
wait but didn't u tell me that only one is a triangle congruence postulate?
Is it the SSS property because we are assuming it is a rhombus?
lol i am just guessing now .........
Here are most frequently used triangle congruence postulatea http://gyazo.com/0ae9dceb6859f4d5d319f6adaeb598e2
oh so i was right about sss? But how do we know the sides are congruent? It didn't tell us it is a parallelogram
why did u message me the answer????
good question, the question is not exactly about proving the triangles in given figure are congruent it is more like identifying a "triangles congruence postulate" from other postulates/theorems
just curious>
i messaged u the link right
no just that it was sss, never mind
but it asks which of the following reasons allows him to answer this? If it cant prove it how can it allow him to answer him?
no it mustve come out wrong
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