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Geometry 7 Online
OpenStudy (anonymous):

Helping my son with geometry and I can't figure this out. Any help greatly appreciated... How can I post a picture of the drawing and question?

OpenStudy (anonymous):

attach file

OpenStudy (anonymous):

Any help with this would be great. I don't understand enough to help my son with this today.

OpenStudy (anonymous):

Here is another one - can't figure out together. I think we got #11 & #14 right but no idea how to proceed on 12 & 13.

OpenStudy (anonymous):

@khusker You are a great dad. Which questions do you need help with?

OpenStudy (radar):

Looking at the last one (12). The figure indicates that DE = BE and AE = CE so all you need to do is sove for a value of x that will make AB = CD If AB = CD then 3x-7 = 2x + 1 Solving for x, we get x=8 To verify 3(8) - 7 = 2(8) + 1 24 - 7 = 16 + 1 17 = 17 It works.

OpenStudy (radar):

No. 11 You are asked what proves that , <AED = <CEB Look at what you have, an intersection of two lines and those angles are called what?

OpenStudy (radar):

Look up definition of vertical angles.

OpenStudy (radar):

Hey @tinybookworm do you think it is really a Dad helping his son, or a cunning son?

OpenStudy (anonymous):

7. Using the triangle exterior angle theorem: \(\textit {An exterior angle of a triangle is equal to the sum of the opposite interior angles.}\) \(\angle J + \angle JKL = \angle KLM\) <=> \( (6x+4) + (8x + 18)=20x+4\) Solve for x. Then \(\angle KLM = 20x+4\) 8. \(\triangle KLM\) is a right triangle.

OpenStudy (anonymous):

@radar I don't know. Maybe you're right

OpenStudy (anonymous):

Or maybe he really wants to help his son. :)

OpenStudy (anonymous):

Good job on 12 @radar

OpenStudy (radar):

Thanks and good work for 7

OpenStudy (radar):

I just don't believe Kimberly Tarnow is a Dad lol

OpenStudy (anonymous):

:)

OpenStudy (radar):

I worked no. 7. but did not use exterior angle rule, but when I used your method, I got x=3 both ways so it must be right.

OpenStudy (radar):

Hey Kimberly is back.

OpenStudy (radar):

@khusker Did you follow 7, and 12 and 11.

OpenStudy (anonymous):

This is actually his mom - look at my facebook page - I see my facebook pic is in my profile here - I am not tech savy... Thanks... I am going to look over and see if I understand enough to explain to him Thanks!!!

OpenStudy (radar):

O.K. Do you have any questions for our solutions of 7., 11., and 12.?

OpenStudy (radar):

Or does your son have any questions?

OpenStudy (anonymous):

Just going over it.... Sorry little slow.. I will let you know :)

OpenStudy (anonymous):

ok think if I got this right on #7 - it is asking for the measurement of the angle KLM.... So, after solving for x you get 3 and then you would 20x+4 20(3) + 4 =60 + 4 = 63would be the measurement of this angle - thanks

OpenStudy (radar):

To expand further on 7. Review the information provided by tinybookworm. Note where he states >j + <JKL = <KLM that means (6x + 4) + (8x + 18) = <KLM 14x + 22 = <KLM Now note that the problem states that <KLM = 20x + 4 Now we can solve for the measure of angle KLM 14x + 22 = 20x + 4 6x = 18 x = 3 so the measure of 20x +4 is 20 (3) + 4 = 64 degrees.

OpenStudy (radar):

Yes, you beat me to it lol. Good work.

OpenStudy (radar):

Is there any others, do you understand vertical angles are equal? (No. 11)

OpenStudy (radar):

How about 8.? Using the fact that the sum of the angles in a triangle equals 180 degrees 180 = 90 + 20x + 4 + m<M mM=180 -90 - (20x + 4) mM = 86 - 20x We know x=3 from 7. mM= 86-60 = 26 degrees

OpenStudy (radar):

I visited your facebook page. I liked the pretty photos of a beach

OpenStudy (radar):

Good luck helping your son, it is so good when parents work with their children.

OpenStudy (anonymous):

Thanks - think we got 11 to be sss congruence... Wow I got #12 set up right on there but wasn't sure - makes sense now. Thanks!! Those pics are from the carribean 2 years ago. Austin is in lots of pics but being a teenager doesn't want to take many so lots of them are my daughter :) Thanks so much. I am a degreed accountant and this is the 1st yr I have been struggling showing him math... I guess algebra is my thing

OpenStudy (anonymous):

Any pointers for 13 & 14? It is using the drawing from the 11 & 12

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