Question

Which of the following most accurately describes the translation of the graph y = (x + 3)2 to the graph of y = x2 + 3 ?
The graph stays the same.
left 3, no change up or down
up 3, no change left or right
up 3 and 3 to the right

Answer 1

did you view the graphs?

Answer 2

inside the parenthesis moves the graph left or right
added to the graph moves it up or down

Answer 3

look at the graph how do you get from red to blue?

Answer 4

up 3 and 2 the right 3 ? @triciaal

Answer 5

Which of the following MOST accurately describes the translation of the graph y = (x + 1)2 + 4 to the graph of y = (x + 5)2 – 2?
down 6 and 5 to the left
down 2 and 5 to the left
up 4 and 1 to the left

Answer 6

yes D for the first one

Answer 7

change in x 5 -1 =4 units moved from x =-1 to x = -5

Answer 8

did you forget one of the options?

Answer 9

down 6 and 5 to the left
down 2 and 5 to the left
up 4 and 1 to the left
down 6 and 4 to the left

Answer 10

so the second one would be down 6 to the left 4 ?

Answer 11

What happens to the vertex of the graph of y = (x – 4)2 if the equation is changed to y = (x + 4)2?
It moves to the right eight units.
It moves to the left four units.
It moves to the left eight units.
It moves to the right four units.


im having a very hard time with this one

Answer 12

sorry i have alot of questions

Answer 13

the vertex is (h, k)
y = a(x-h)^2 + k here a = 1 and k = 0 x-h = 0 x - - 4

sorry