Question

If I have anything wrong, please let me know, so I can learn from my mistake.*

Part 1: Describe the change to the parent function (absolute value). (#'s 1 - 10)
Part 2: Create an equation based on the following transformations. (#'s 11 - 16)

*My Answers will be in a PDF File to be checked/graded.*

Answer 1

HI!!

Answer 2

looks good all except for \(7\)

Answer 3

What's wrong with #7 is it over x instead of y

Answer 4

well actually 7 is correct, but if you rotate around the y axis for \(y=|x|\) nothing changes

Answer 5

check second page

Answer 6

just to make sure I answered them correctly, the equation is after the semicolon

Answer 7

i don't see any mistakes

Answer 8

@satellite73

Answer 9

first page is right, along with @misty1212 comment that reflecting \(|x|\) about the y axis does nothing to it

Answer 10

10,11,12,13 look goodtoo

Answer 11

14,15 right, something goofy with 16

Answer 12

@satellite73 should 16.) look like: f(x) = -2 |x - 3| - 5

Answer 13

i guess so
i never know what "stretched" means in this context

Answer 14

http://www.regentsprep.org/regents/math/algtrig/atp9/funclesson1.htm

Answer 15

is \(2x^2\) stretched or is \(\frac{1}{2}x^2\) stretched?
it is never clear to me
this is some math teacher speak , not real math

Answer 16

@confluxepic @kittiwitti1 @cutiepie15 @hartnn @dan815 Check to see if I am correct on this: I think #16. should be f(x) = -2 |x + 3| - 5

Answer 17

Why did you tag me?

Answer 18

Well what do you think and the PDF is in 2 pages

Answer 19

I'm short on time, and mass tagging is against CoC, from what I've been told