Question

I need help with this module activity for Geometry! I am so confused can someone please help me!

Answer 1

Find vertical angles, two parallel lines with a transversal that intersects them, or a perpendicular bisector in your everyday world. Take a picture of it. Then, create a given and prove statement for the figure. Finally, write a proof using at least one of the following theorems:

Vertical Angles
Corresponding Angles
Alternate Interior Angles
Equidistance of a Point on a Perpendicular Bisector
Your proof may be a two-column, paragraph, or flow chart proof. Take a look at an example to help you get started.

Answer 2

How do I do this ?! I have to do this today!

Answer 3

Step 2: Find a triangle in your everyday world. Take a picture of it. Then, create a given and prove statement for the figure. Finally, write a proof using at least one of the following theorems:

Triangle Sum
Isosceles Triangle
Converse of the Isosceles Triangle
Midsegment of a Triangle
Concurrency of the Medians of a Triangle
Your proof may be a two-column, paragraph, or flow chart proof. Take a look at an example to help you get started.

Step 3: Find a parallelogram in your everyday world. Take a picture of it. Then, create a given and prove statement for the figure. Finally, write a proof using at least one of the following properties:

Opposite Sides are Congruent
Opposite Angles are Congruent
Diagonals of a Parallelogram Bisect Each Other
Converse of Bisecting Diagonals of a Parallelogram
Rectangles are Parallelograms with Congruent Diagonals
Your proof may be a two-column, paragraph, or flow chart proof. Take a look at an example to help you get started.

Answer 4

After all of that this is what i have to submit at the end.....

step 4: what to submit
The three different given and prove statements with their accompanying proofs.
The images for each proof.
Please submit the written portion of this assignment using a word processing document or by copying and pasting into the assignment box.

Answer 5

leave me alone

Answer 6

This is a picture of a perpendicular bisector in our everyday world. A kite. a representation of that.
So, I know what pic i am going to use, I just need help with create a given and prove statement for the figure. Then, write a proof using at least one of the following theorems:

Vertical Angles
Corresponding Angles
Alternate Interior Angles
Equidistance of a Point on a Perpendicular Bisector

Answer 7

gimmie a couple i need to do history homework like 10-15 min lol and ill be there

Answer 8

@Muzzack @megangray32 @micahm @mlb004 @natashia123 @noneyabusiness @NeedHelpQuick546 @nirmalnema @OwlGirl212 @Poetrylover @plohrr @primeralph @ParthKohli @Quesadiella

Answer 9

no idea. but wait for jzellem he said he could help

Answer 10

@jzellem1004 Okay thank you! :)

Answer 11

ok wow history is taking awhile, i figured maybe someone smarter than me would help, let me look real quick

Answer 12

well it is a kite so you know that the bottom lines are cong. and the top are cong. given saying def. of a kite for you to start off.

Answer 13

ok well i am extremly sorry i cant look back and forth this test depends on my grade im really sorry :[

Answer 14

ok @jzellem1004 maybe when you're done. and wait I am confused @Poetrylover

Answer 15

ok thx

Answer 16

its alot to do but im sorta confused so giive me a minute when is it due

Answer 17

the diagonals of a kite are perpendicular, the top sides of a kite are congruent, as well as the base sides. this you can use as you given for your definition part, i in a final so i'll try my best to help.

Answer 18

it has to be a kite

Answer 19

I have to have it due by 8 oclock tonight. @natashia123

Answer 20

no, it can be something else. @natashia123

Answer 21

i hv no clue i will look over it again in like 10 mins let me finish my post crct 1st

Answer 22

okay @natashia123

Answer 23

is this still open or close