Tutors Answer Your Questions about Geometry proofs (FREE)
Question 805916: HELP! The directions say that there is more information than is needed. We are to state the one piece of information that is not needed then do a two column proof that does not use that information.
Given: Segment LM is congruent to segment LN
Segment KM is congruent to segment KN
Ray KO bisects angle MKN
Prove LO bisects angle MLN
Thanks in advance!
Click here to see answer by KMST(5328)  |
Question 806126: Given: Quadrilateral ABCD is a parallelogram.Segment DE is perpendicular to Segment AC, Segment GF is perpendicular to Segment AC.
Prove: AE plus CF all over CF is equal to ED plus FG all over FG
Please!!! TOTALLY NEED THE ANSWER!!!!
Click here to see answer by mananth(16946)  |
Question 806223: Acceleration, feet per second squared, distance traveled in feet, velocity in feet per second, time are related in the formula: d=vt+1/2at^2
Prove that if the values for distance, velocity, and time are known then the acceleration of an object can be calculated using this formula, a= 2d-2vt OVER t^2
Click here to see answer by solver91311(24713)  |
Question 814966: Please help me with:
Referring to the figure, complete the proof.
Given: segment AB║segment DC,
segment AB ≅ segment DC
Prove: segment AE ≅ segment DE
#1 segment AB║segment CD ?
#2 ∠ABE ≅ ∠DCE ?
#3 segment AB ≅ segment DC ?
#4 ∠BAE ≅ ∠CDE ?
#5 ΔAEB ≅ ΔDEC ?
#6 segment AE ≅ segmentDE ?
Click here to see answer by solver91311(24713)  |
Question 817727: How do i prove that triangle BAF and Triangle FCB are congruent given Segment BA is perpendicular to Segment AF, Seg. CF is perpendicular to Seg.BC, and Seg.BA parallel to Seg.CF. I'm confused on how to use perpendicular given to prove.
Click here to see answer by LinnW(1048)  |
Question 817965: Hi! How are you? I have a question pertaining to writing a proof.
This is what the figure looks like: http://imgur.com/1y9Jh6m
Given: Triangle ABF is congruent to triangle DFB, F is the midpoint of segment AE, and B is the midpoint of segment AC.
Prove: Triangle FDE is congruent to triangle BCD is congruent to triangle ABF (it's proving the three triangles are congruent to each other).
I tried it on my own, and I came up with the fact that, due to the definition of a midpoint, segment AF is congruent to segment FE and segment AB is congruent to segment BC.
The problem is, I'm not sure how to find out the other side or angle measures -- I'm stuck, and I don't know what to do next.
Thank you in advance for any and all help!
Click here to see answer by LinnW(1048)  |
Question 821377: I have an image that is a Triangle with a line from the top angle to the middle line on the bottom:
Given: Line segment BD is perpendicular bisector of line segment AC
Prove: Line Segment BD bisects Angle ABC
I have tried to complete this task, but seem to be stuck on if I am doing so correctly and the right steps on how to achieve this proof.
Statement Reason
Angle BDA and Angle BDC are right angles. Definition of perp. lines.
Angle BDA is congruent to Angle BDC. Right Angle Theorem.
Line Segment AD is congruent to line segment DC. Definition of segment bisc.
Line segment BD is congruent to line segment BD. Reflexive Property.
Triangle ADB is congruent to triangle CDB. SAS.
Line segment AB is congruent to line segment CB. CPCTC.
Line segment BD bisects angle ABC. CPCTC.
I am unsure if I am correct in getting to this answer, as I tried to utilize all theorems and properties I could relate to this problem. Please help me fix where I am wrong, so I can accomplish my task.
Thanks
Click here to see answer by KMST(5328)  |
Question 822137: I have a 2 column proof for my geometry homework, I had another but already figured it out, but this one is still giving me trouble, even after reading over the lesson
Here's the shape http://i.imgur.com/S6tJc3P.png
Given: Segment AB || Segment PQ
Segment AB is congruent to Segment PQ
Prove: Segment BZ is congruent to Segment ZQ
Can you help me walk through it? thanks!
Click here to see answer by LinnW(1048)  |
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