Question

Help Please

Answer 1

sorry hold on

Answer 2

Use the coordinate plane illustrating hexagons HIJKLM and NOPQRS to determine the relationship between the hexagons. Fill in the blank of the statement that follows with one of the following terms: congruent, similar, or no relation.

Answer 3

Hexagon HIJKLM is __________ to hexagon NOPQRS.

Answer 4

@SolomonZelman

Answer 5

Is this a geometric proof that you need?

Answer 6

i need to say if its congruent, similar, or no relation.

Answer 7

Well, the way I would describe it, is "proportional".

Answer 8

which mean its congruent?

Answer 9

think so, angle wise, but to me congruent is not a right word, because it means that sides are also equal.

Answer 10

thats true do you think it could be similar?

Answer 11

Similar: you have bad teachers, it is PROPORTIONAL!

Answer 12

I can say congruent, ANGLE WISE.
SIMILAR, AAAAA (A stands for angle as by retricerule)

Answer 13

The more accurate out of the things you have is congruent, but the best mathematically is Proportional.

Answer 14

thank you so much

Answer 15

Anytime!

Answer 16

As long as you clear with this.

Answer 17

similar, or no relation
you need to find ALL the 12 side lengths and take 6 corresponding ratios and see if you get the same number

if you get all 6 ratios same, then the both hexagons are \(similar\)
otherwise, there is \(no~~ relation \)

Answer 18

Octagon ABCDEFGH is shown on the coordinate plane below.

Answer 19

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

Yes, because all sides have a length of 1 unit.

Yes, because all sides have a length of 2 units.

No, because sides Segment AB , Segment CD , Segment EF , and Segment GH have a length of 1 unit, and sides Segment BC , Segment DE , Segment FG , and Segment HA have a length of 2 units.

No, because sides Segment AB , Segment CD , Segment EF , and Segment GH have a length of 1 unit, and sides Segment BC , Segment DE , Segment FG , and Segment HA have a length of The square root of two. units.

Answer 20

Picture ?

Answer 21

@sara12345

Answer 22

Regular Hexagon

Answer 23

look at the octagon,
clearly AB is shorter than BC

that means all Sides are not equal. so which two options u can strike off ?

Answer 24

my bad, Idk the names.

Answer 25

:)

Answer 26

To call any polygon, a \(regular\) polygon, it MUST have ALL sides equal.

Answer 27

So, which two options u can strike off ?
having known that the polygon in picture doesnt have ALL sides equal

Answer 28

THE 1ST TWO CAN BE TAKEN OFF

Answer 29

Awesome :)
next lets read wat option C is saying, and see if there is some truth in it

Answer 30

I THICK C IS RIGHT

Answer 31

Option C :

No, because sides Segment AB , Segment CD , Segment EF , and Segment GH have a length of 1 unit, and sides Segment BC , Segment DE , Segment FG , and Segment HA have a length of \[2 ~~units.\]

Answer 32

look at picture,
does BC really has length of 2 units ?

Answer 33

why dont we calculate length of BC and see wat we get ?