If abc=def=m

Question

If abc=def=m<a=55 and m<e =25 what is m<c? 25 55 80 100. my answer is 100. the < is not greater than is just to mean an angle.

anonymous · Answer

i just need to know if im right or wrong. and if so what is the right answer and how do i get the right answer.

retireed · Answer

I'm confused. What is the m mean in m<(angle) a? I understand the < is for angle. 

Also, the " 25 55 80 100 " is very confusing. 

Your answer 100 might be right, but what are you solving for?

retireed · Answer

see solve for angle c. I didn't see a question mark for the what is m<c.

anonymous · Answer

i think im trying to slove for c i have no idea what the m is for let me grab my text book and find out

retireed · Answer

I think the m means " the measurement of the angle" .  
Yes now I see it 100 is correct.  
Sorry my reading is poor today.  Good job.

anonymous · Answer

ok  thank you. could you help me with one or two more please?

retireed · Answer

You seem to be doing okay, but I will help with one more and see how you do.

anonymous · Answer

ok here it is. based on the given information what can you conclude and why?  qrp=trs by sas. qrp=srt by sss. qrp=srt by asa. qrp=str by asa

retireed · Answer

Wow I am having to redraw it, this is a difficult one.

anonymous · Answer

here is the image

retireed · Answer

That helps.

anonymous · Answer

i think it QRP=SRT by SSS

anonymous · Answer

If three sides of one triangle are congruent to three sides of another triangle, the triangles are congruent. SSS therom

anonymous · Answer

Side-Angle-Side (SAS)	If two sides and the included angle of one triangle are congruent to two sides and the included angle of another triangle, the triangles are congruent.
Angle-Side-Angle (ASA)	If two angles and the included side of one triangle are congruent to two angles and the included side of another triangle, the triangles are congruent.

Theorems regarding congruent triangles can be proven using the postulates and other facts about angles and lines. In Geometry A, you used these theorems.

Name of Theorem	Statement
Angle-Angle-Side (AAS)	If two angles and a non-included side of one triangle are congruent to two angles and the corresponding non-included side of another triangle, the triangles are congruent.
HERE ARE THE REST OF THE THEOREMS.

retireed · Answer

Yes I understand the question now and you are correct again.  I thought originally that it wanted to know if the triangles Isosceles or equalateral triangles.

anonymous · Answer

ok got time for one more?

retireed · Answer

Sorry it is 11 here and my dog needs to get his walk.

retireed · Answer

You are doing great!

anonymous · Answer

ok thank you for you help.

retireed · Answer

Hey, when I was out walking the dog, I realized that the  SSS was probably wrong, since the drawing doesn't indicate that any of the sides are shared or equal.

The only one that seems right to me is one of the conditions that includes the angle, but I can't figure out which one it is, sorry.

retireed · Answer

Last time I had geometry was in 1974, although geometry hasn't changed since then, my brain function has.