Tutors Answer Your Questions about Geometry proofs (FREE)
Question 175909: Given:Segment MP is congruent to segment QS. And NP is congruent to QR.
Prove: MN is congruent to RS. This figure is a square with the top left point being M and the top right is P, bottom left is Q and bottom right is S. Point N is between point M and point P and point R is between Q and S. Please help.
Click here to see answer by always20leslie(1) |
Question 175914: Given: Triangle WXZ is isoceles. Point Y is the midpoint of segment XZ.
Prove: Segment YW bisects Angle XWZ.
There are 2 triangles. The whole Triangle is WXZ. Point W is at the top of the triangle and X is on the left corner and Z is on the right. Point Y is in between Points X and Z. Angles 1 and 2 are and the top of the triangle and 3 and 4 are at the bottom (Angle 1 is ANGLE WXY and Angle 2 is WYZ.) (Angle 3 is ANGLE WYX, and Angle 4 is ANGLE WYZ. Hope i was specific enough, and please help me. THANK YOU.
Click here to see answer by jim_thompson5910(28595) |
Question 175911: Given: Angle AKE is congruent to angle REK
Prove: Segment SK || segment TE (seg. Sk is parallel to seg. TE)
FIGURE:
(copy and paste into browser)
http://i78.photobucket.com/albums/j81/monkeychic101222/geo-proof.jpg
If someone could help me with this in the next few days, that'd be great!! Thanks! =)
Click here to see answer by jim_thompson5910(28595) |
Question 176021: hi tutor! may you please help me with this complicated question. I already saw an answer posted to someone else's same question, but i dont think its right. can someone else help me pease with this one, i would rather have a different answer than the other one please.Thanks for the effort. i appreciate all your help.
Given: segment MP is congruent to segment QS. Segment NP is congruent to segment QR.
Prove: Segment MN is conruent to segment RS.
M is on the top left, P is on the top right, Q is on the bottom left, S is on the bottom right, N is between M and P while R is between Q and S.Thanks again.
Click here to see answer by jim_thompson5910(28595) |
Question 176025: hi tutor! may you please help me with this complicated question. I already saw an answer posted to someone else's same question, but i dont think its right. can someone else help me pease with this one, i would rather have a different answer than the other one please.Thanks for the effort. i appreciate all your help.
Given: angle AKE is congruent to angle REK. angle 1 is congruent to angle 4.
Prove: segment SK is parallel to segment TE.
the image is shown in the other persons proof. Please help me and thanks for your answer. i hope you understand my question thoroughly.
Click here to see answer by user_dude2008(1861) |
Question 176023: hi tutor! may you please help me with this complicated question. I already saw an answer posted to someone else's same question, but i dont think its right. can someone else help me pease with this one, i would rather have a different answer than the other one please.Thanks for the effort. i appreciate all your help.
Given: triangle WXZ is isosceles. Y is the midpoint of segment XZ.
Prove: segment YW bisects angle XWZ.
the image is shown in the other persons proof. thanks again. i hope you understand my question.
Click here to see answer by Edwin McCravy(8909)  |
Question 176065: This proof is very hard to explain and is a weird figure!!! Please try to follow me on this. This proof is also very long. I would appreciate it so much if you take your time to read this. Im sorry to bother you, please try your best, and email if you do or do not know the answer. Thank you.
Given: Angle AKE is congruent to Angle REK
Angle 1 is congruent to Angle 4
Prove: Line SK is parallel to Line TE.
First of all, there is two lines, Line S is a straight line above Line T. They look parallel already. Next, point K is on Line S, bout in the middle of it. And point E is about almost to the end of the line on the right hand side of Line T. This is were it gets confusing. Point A is above and to the right of point K, about a 45 degree angle, if you draw an imaginary line right above point K. From point K there is a segment that goes down to connect to point E. And from point E, the line goes down to point R which is below line T, but directly in line with point K. Angle 1 is the first angle made at the top, and Angle 2 is right below it, and then Angles 3 and 4 are where K and E meet and where E drops down to meet R. 3 is above 4.
I know this a long proof, and please help me, i really need help, because if i dont get this proof right, i will fail my exam, because it is a take home proof. THANK YOU 4 YOUR TIME.
Click here to see answer by jim_thompson5910(28595) |
Question 176097: hi tutor! may you please help me with this complicated question. I already saw an answer posted to someone else's same question, but i dont think its right. can someone else help me pease with this one, i would rather have a different answer than the other one please.Thanks for the effort. i appreciate all your help.
Given: angle AKE is congruent to angle REK. angle 1 is congruent to angle 4.
Prove: segment SK is parallel to segment TE.
the image is shown in the other persons proof. Please help me and thanks for your answer. i hope you understand my question thoroughly.
i dont know how to post the image but it is posted under question 176065.please help me. i would appreciate more than one person responding tomy question. thank you so very much.
Click here to see answer by solver91311(16885)  |
Question 176459: If DE is perpendicular to AC, BF is perpendicular to AC, AF is congruent to CE, and DE is congruent to BF, Prove; a. triangle ADE is congruent to Triangle CBF b. DA is congruent to BC
Here is the picture http://img154.imageshack.us/my.php?image=67616727tk3.png sorry that it is fuzzy
Click here to see answer by jim_thompson5910(28595) |
Question 177260: Please help with the following question:
Given: line AB = line AC
Given: line AD bisects triangle ABC
Given: point E is in the middle of line AD
Prove: line BE = line CE
Prove: triangle AEC = triangle AEB
Thank you
Click here to see answer by gonzo(654) |
Question 177599: Hello...can someone help me with this?
Use an indirect proof to show that John exceeded the 55 mph speed limit if he left his house at 8:15 a.m. and arrived at his office 60 miles away at 9 a.m.
Write the proof using the paragraph method.
Click here to see answer by Mathtut(3670) |
Question 185839: My daughter and her 3 friends are all in the 11th grade Geometry class, and were doing ok until it came to proofs. They do not understand how to do them at all, and their teacher is pregnant and not happy, she wants to keep on moving along, while they are stuck. Now they have to be able to do these to move on, and the class is moving on after Friday. These 3 are A/B students generally, but all have C's or worse. Can someone explain to them, in simple terms, how to do proofs? Any help will be greatly appreciated.
Click here to see answer by solver91311(16885)  |
Question 186954: in plane, c and d are points on opposite sides of segment AB such that triangle ABC is an equilateral triangle and triangle ABD is an equiangular triangle. Prove that angle C is congruent to angle D
Click here to see answer by sowmya(32) |
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