Question

A similar toy figure is represented by hexagon TUVWXY. What is the ordered pair of point W on hexagon TUVWXY?

Answer 1

here is the image.

Answer 2

i cant see the picture

Answer 3

notice how point O and point P are 2 units apart

Answer 4

yes

Answer 5

Then notice how U and V are 4 units apart

Answer 6

So every distance is doubled

Answer 7

okay.. im still not getting how to get the point of W :\

Answer 8

i'm getting there

Answer 9

Now notice how to go from point P to point Q, you go down 5 and over to the left 2

Answer 10

point Q corresponds to point W

So to get point W, you start at point V and go down 10 and over to the left 4 (double every number in that last post)

Answer 11

tell me what you get

Answer 12

(3,-7) ?

Answer 13

good

Answer 14

so that's the answer?

Answer 15

yes it is

Answer 16

thankyou(:

Answer 17

you'll see that VW has the same slope of PQ, so the similarity is preserved

Answer 18

you're welcome

Answer 19

it was wrong.....

Answer 20

hmm let me go over it again, one sec

Answer 21

ok.. im going to post another pic. hold on

Answer 22

post what you typed in as well please

Answer 23

A similar toy figure is represented by hexagon TUVWXY. What is the ordered pair of point W on hexagon TUVWXY?

Answer 24

and i typed (3,-7)

Answer 25

start at (6,5) and go down 10 and to the left 4

Answer 26

maybe you just need to type the numbers and not the parenthesis??

Answer 27

2,-5?

Answer 28

good

Answer 29

& Note: You must include parentheses and a comma when typing the ordered pair.)

Answer 30

oh ok, then nvm that

Answer 31

Which statement is correct about the two pentagons?

They are similar because the ratio of corresponding sides of pentagon DEFGH to pentagon IJKLM is 1:2.

They are similar because the ratio of corresponding sides of pentagon DEFGH to pentagon IJKLM is 2:1.

They are not similar because The ratio of Segment HD to Segment MI. is 1:2, and The ratio of Segment FG to Segment KL.is 2:1.

They are not similar because The ratio of Segment HD to Segment MI. is 2:1, and The ratio of Segment FG to Segment KL.is 1:2.

Answer 32

how long is the segment FG ?

Answer 33

8? 0.o

Answer 34

and what about KL ?

Answer 35

4
.

Answer 36

good

Answer 37

is the answer B?

Answer 38

you are correct, the larger pentagon is twice is large as the smaller pentagon

Answer 39

one more...

Answer 40

Is octagon ABCDEFG a regular polygon? Why or why not?

No, because sides Segment AB , Segment CD , Segment EF , and Segment GH have a length of 3 units, and sides Segment BC , Segment DE , Segment FG , and Segment HA have a length of 4 units.

Yes, because all sides have a length of 4 units.

No, because sides Segment AB , Segment CD , Segment EF , and Segment GH have a length of 3 units, and sides Segment BC , Segment DE , Segment FG , and Segment HA have a length of Two times the square root of two. units.

Yes, because all sides have a length of 3 units

Answer 41

i got A...

Answer 42

no it's not A

Answer 43

d?

Answer 44

no, not d either

Answer 45

the diagonal pieces aren't 3 units

Answer 46

blahh :\ iddkkkk

Answer 47

it's C because the diagonals are actually \(\Large 2\sqrt{2}\) units long

Answer 48

you can use the Pythagorean theorem to find this length

Answer 49

okay