Question

@kirbykirby
I got C

Answer 1

the absolute function has the general form:
\(y = a|x-h|+k\)
here, \(h\) means a translation to the left or right
\(k\) means a translation going up or down.

and the signs:
(-) is when moving left or down
(+) is when moving right or up

Answer 2

I got C..

Answer 3

This is a bit "tricky" because here, there is already a minus in front of the h. So if the graph is going to the left by 1, then \(h = -1\)
so:
\(y = |x-(-1)| = |x+1|\)

Answer 4

WEll I'm stuck between C and D.
Based on your explanation, it has to be =+2 ; so it's either B or C..

Answer 5

Yes between B and C. But ya it looks confusing to see |x+1| meaning a shift to the left, but that's because the basic form of the function has the form |x - h|

Answer 6

is it |x--1| ?
If so then the it becomes |x+1|

Answer 7

yes

Answer 8

then*, no it...

so it's b. because 2 negatives make a pos. |x+1| ,
therefore
it can't be c. because it has |x-1| <- unless that's what you meant?

Answer 9

no no it's B :) because of the 2 negatives

Answer 10

Thank you; have a great day! :D

Answer 11

Oh dear I gotta run!! good luck with the rest of the problems :)

Answer 12

thanks, same to you!

Answer 13

thanks..