y = |x|
Give the Range in Interval Notation
What is
Range : [0, ∞)
y = 3|x|
Describe the transformation
What is
Dilation
y = -4|x + 2|
Identify the slope
What is
Slope = -4
What is the equation for the absolute value parent function?
What is
y = |x|
Is the following a function?
(-3, 6), (-1, -1), (0, -1), (-1, 15), (3, 0)
What is
No, because -1 repeats
y = -|x + 5|
Give the Domain in Interval Notation
What is
Domain : (-∞, ∞)
y = 5 |x| - 4
Describe the transformation
What is
Dilation and translation 4 units down
y = 7/8 |x + 9| - 2
Identify the vertex
What is
Vertex = (-9, -2)
Draw the graph for
y = |x|
Pending
f(x) = 2x + 5
Find f(-8)
What is
f(-8)=-11
y = |x-5|-1
Give the Range in set-builder notation
What is
Range: {y|-1 ≤ y < ∞}
y = |x - 8| + 3
Describe the transformation
What is
translation 8 units to the right and 3 units up
y = 2/5 |x - 3|
Identify the vertex
What is
Vertex = (3, 0)
y = a |x ± h| + k
What does 'a' represent?
What is
Slope, dilation, and reflection
How many kids does Mrs. Marrufo have?
What is
5
y = 2|x|-1
Give the Domain and Range in Set-Builder Notation
What is
Domain : {x | x![]()
}
Range : {y | y ≥ -1}
y = -|x + 5|
Describe the transformation
What is
Reflection over the x-axis, and translation 5 units to the left
y = 8/13 |x + 1| - 6
Identify the slope and the vertex
What is
Slope = 8/13
Vertex = (-1, -6)
y = a |x ± h| + k
What does 'h' represent?
What is
Horizontal shift of 'h' spaces, line of symmetry
f(x) = 6x - 8
find f(-2k)
What is
f(-2k)=-12k-8
y = 2/3 |x - 8| + 3
Give the Domain and Range in Interval and Set-Builder Notation
What is
Domain: (-∞, ∞), {x | x![]()
}
Range : [3, ∞), {y | y ≥ 3}
y = 5/7 |x - 10| + 3
Describe the transformation
What is
Dilation, translation of 10 units to the right and 3 units up
y = -5/2 |x - 9| + 7
Identify the slope and the vertex
What is
Slope = -5/2
Vertex = (9, 7)
y = a |x ± h| + k
what does 'k' represent?
What is
Vertical shift of 'k' spaces
Name the missing dwarf from the movie "Snow White and the Seven Dwarfs"
Doc, Happy, Sleepy, Grumpy, Sneezy, Dopey, and ________
What is
Bashful