Question

Graphs

Answer 1

(x + 4, y + 3)
(x + 3, y + 4)
(x - 3, y - 4)
(x - 4, y - 3

Answer 2

How would you figure this out?

Answer 3

T = (-3, -2)
T' = (0, 2)

Answer 4

Find out what you have to add/subtract to -3 to get 0, and what you have to add/subtract from -2 to get 2.

Answer 5

Would it be (x - 3, y - 4)

Answer 6

yes

Answer 7

ok

Answer 8

No, -3 - 3 does not equal 0

Answer 9

It equals -6

Answer 10

Cause you add them

Answer 11

And -2 - 4 is -6, not 0

Answer 12

not 2*

Answer 13

no -3 and 3 is 0

Answer 14

You are seeing -3 and 3 don't you add them?

Answer 15

Yes, you add 3 to -3 to get 0.

Answer 16

So you add 3 to the x.

\(\sf (x + 3,~?)\)

Answer 17

Now what do you add or subtract from -2 to get 2?

Answer 18

Subtract?

Answer 19

-2 + x = 2

Can you solve that for 'x'?

Answer 20

it would be 0

Answer 21

No..how did you get that?

Add 2 to both sides.

Answer 22

So 2 + x = 4

Answer 23

(x - 4, y - 3)

Answer 24

-2 + 2 doesn't equal 2

Answer 25

weird its 0

Answer 26

Yes, so that gives us:

x = 4

Answer 27

So we ADD 4 to the y-value, giving us:

\(\sf (x + 3, x + 4)\)

Answer 28

\(\sf y + 4*\)

Answer 29

so the answer would be (x + 4, y + 3)

Answer 30

No, it's the other way around.

\(\sf (x + 3, y + 4\)

Answer 31

ok