Question

question in the attachment

Answer 1

@jim_thompson5910

Answer 2

why not plug in each x value into each equation and see what outputs you get

for instance, focus on just choice A

y = |x| + 4

now plug in x = 2

y = |x| + 4
y = |2| + 4
y = 2 + 4
y = 6

we want to get y = 2 since this is in the table but we got y = 6 instead. So choice A is eliminated

Answer 3

do the same with the other answer choices. Be sure to test all of the x values

Answer 4

b=8

Answer 5

Would the responses for a& b and c&d be the same?

Answer 6

@jim_thompson5910

Answer 7

what do you mean by b = 8? Are we on the same problem?

Answer 8

y = |x| + 4
y = |3| + 4
y = 3 + 4
y = 7

Answer 9

y = |x| + 4
y = |4| + 4
y = 4 + 4
y = 8
y = |x| + 4
y = |5| + 4
y = 5+ 4
y = 9
y = |x| + 4
y = |10| + 4
y = 10+ 4
y = 10

Answer 10

right?

Answer 11

I don't know why you plugged x = 3 into choice A when we already eliminated it

Answer 12

I was just doing all of them A is out

Answer 13

well once you've eliminated an answer choice, you can move onto another one

Answer 14

hopefully you see how I eliminated choice A?

Answer 15

so it not option a?

Answer 16

it is not option c either?

Answer 17

nope not C either

Answer 18

so it is either b or d

Answer 19

I would go with b

Answer 20

test B with one x value in the table

Answer 21

it is the same answer for a also

Answer 22

so B is out too

Answer 23

so it is d

Answer 24

correct

Answer 25

Can you help me with this?
Write the equation that is the translation of y=|x| left 9 units and up 11 units.
y=|x - 11| - 9
y= |x+9| + 11
y= |x - 9| +11
y= |x+11| - 9
@jim_thompson5910

Answer 26

when you shift 9 units left, you replace x with x+9
shifting 11 units up means you tack a `+11` on the end

Answer 27

b or c?

Answer 28

when you shift 9 units left, you replace x with x+9

Answer 29

B