Help please?!
Question
m trying to add a picture but I cant?
@DSS
k
Can you draw the picture?
okay se if that worked
It did...give me a min
Its not a test I swear. Its homework and I dont understand at all. I have a REALLY low graded in geometry and need to make a good grade on this
i hated proofs somehow i made it through honors geometry with an A
@sweetburger Yeah Im in honors geometry and I havea 72. I used to be a straight A student until FLVS.
I hate proofs...i'm terrible at them. I'll continue to try to figure it out.
@DSS okay thanks so much! Lol I suck at them too.
DE and AC are parallel and AB is a transversal. Therefore, angle D = angle A (corresponding angles). Similarly, angle E = angle C. Triangles BDE and BAC are similar.
@ranga sorry Im kinda confused. I suck at this
|dw:1388375615060:dw| There are two parallel lines shown. A transversal cuts them. The two angles marked (1) are equal because they are corresponding angles.
Okay I understand that. That makes more sense.
DE and AC are two parallel lines in the problem. BA is a transversal that cuts them. Therefore, angle BDE = angle BAC because they are corresponding angles.
In the triangles BDE and BAC, we just proved that angle BDE = angle BAC because they are corresponding angles. The angle B is shared by both triangles. We say angle B = angle B because of reflexive property of equality. If two angles of one triangle is equal to two angles of another triangle, then the two triangles are similar.
So its C right?
Yes.
Okay THANK YOU SO MUCH YOU"RE A LIFE SAVER. Can you help me with one more?
I can try.
It is the same problem posted again.
I even learned something.
They are trying to prove Pythagorean Theorem and so the Pythagorean Theorem itself cannot be used for justification. All the other three answer choices have been used properly in the proof.
|dw:1388377444404:dw|
so are you saying its b?
Yes. In the proof they have used: Addition Property of Equality in the statement y + x = c Pieces of Right Triangles Similarity Theorem in the statement: c/a = a/ y and c/b = b/x Cross Product Property in the statement: a^2 = cy and b^2 = cx But they have not used Pythagorean Theorem obviously because the whole proof is to prove the Pythagorean Theorem and therefore they cannot use it in the proof.
okay thanks!
you are welcome.
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