Question

please help

Answer 1

heres the first one that idk

Answer 2

3rd one

Answer 3

this one is way way easier tha the others

Answer 4

you can't have same x values but different y values

Answer 5

pick the one that has no repeats in the first (the \(x\)) coordinate

Answer 6

a?

Answer 7

in other words, ignore the second coordinates entirely, just look at the first one ans make sure they are all different

Answer 8

oo

Answer 9

c

Answer 10

@Rootbeer003 In A, 2 is repeated for x so it can't be A

Answer 11

ye C

Answer 12

A has a repeated 2 in the first spot, so not -that one

Answer 13

am i right

Answer 14

no

Answer 15

oh 14

Answer 16

did it wrong

Answer 17

\[f(x)=2-3x\\
f(-4)=2-3\times (-4)\]

Answer 18

yeah 14

Answer 19

idk this

Answer 20

b?

Answer 21

they are asking for the value of \(x\) for which \(x+4=0\)

Answer 22

so no, not B

Answer 23

a?

Answer 24

lol now you are guessing
i am sure you can solve \[x+4=0\] for \(x\) right?

Answer 25

is its a

Answer 26

so*

Answer 27

no, A is \((0,4)\)

Answer 28

what is \(x\) if \(x+4=0\)?

Answer 29

so b

Answer 30

lol im so dumb

Answer 31

its so b

Answer 32

no, you are just guessing
don't guess
solve \[x+4=0\] for \(x\)
if it is not clear how to do it, just say so
forget about abcd for a second

Answer 33

lol k

Answer 34

idk

Answer 35

did you solve \[x+4=0\] yet?

Answer 36

its 4

Answer 37

no \(4+4=8\) not zero

Answer 38

0

Answer 39

-4

Answer 40

OHHH WOOOW

Answer 41

i don't mean to torture you lets solve it ok?
if \(x+4=0\) then if you subtract \(4\) from both sides you get \(x=-4\)
whew you got it!

Answer 42

so c

Answer 43

so if \(x=-4\) then you have \(|-4+4|=0\) the point is \((-4,0)\)

Answer 44

yeah C

Answer 45

the secound one says d so

Answer 46

i was thinking the last one?

Answer 47

ok once again lets solve\[x-3=0\]for \(x\)

Answer 48

-3

Answer 49

lol no

Answer 50

\[-3-3=-6\] not zero

Answer 51

3

Answer 52

yes

Answer 53

that means the point \((3,0)\) is the lowest point on the V shaped graph

Answer 54

so its on the positive side

Answer 55

it looks like this
http://www.wolframalpha.com/input/?i= |x-3|

Answer 56

ah you have to copy and past that

Answer 57

yes, on the positive side

Answer 58

a?

Answer 59

ok go ahead pick from abcd

Answer 60

yes

Answer 61

yay

Answer 62

am i right

Answer 63

yay?

Answer 64

i meant on the one before

Answer 65

yes

Answer 66

oh ok site is lagging for me

Answer 67

im right on that one?

Answer 68

yes

Answer 69

yes

Answer 70

well it says im typing when im not so

Answer 71

the last one is not right

Answer 72

\[-6\times -4=24\] so you need \[-6\times 12\]

Answer 73

i still dont know

Answer 74

what is \(-6\times 12\)?

Answer 75

oh are you talking about the one i chose -2 on?

Answer 76

yes

Answer 77

-2 is wrong

Answer 78

-72

Answer 79

you divided,,you should multiply
-72 is right

Answer 80

oh ok

Answer 81

how bout dis

Answer 82

how the hell are you supposed to know this?

Answer 83

what?

Answer 84

i have no idea how you are supposed to know this , but the second one down
the one with (2,1), (3,4) , (4,9) ,(5,16) is the same as \[y=(x-1)^2\]

Answer 85

i think that is what they mean by "quadratic variation"
is is certainly not the last two

Answer 86

huh so b