Write a function that will transform f(x) left 2 and up 4.
y=f(x+2)+4
How many solutions does this system have?
No Solution
Is this graph a function? Explain why or why not.
Not a function because it fails the VLT.
Use y=-f(x)-3 to transform (-1,-5)
(-1, 2)
Write the equation of the line in slope-intercept form
y=-3/2x+4
What are the transformations?
y=-f(x-4)+2
x-axis reflection, right 4, up 2
Solve the system:
Infinitely Many Solutions
or
oo
What kind of system is the following?
Consistent and Independent
Describe the transformation from the blue graph to the red graph.
Horizontal shrink of 1/2, down 3
Interpret the y-intercept of the graph of an elevator traveling from the top floor of a skyscraper.
The skyscraper is 1250 feet tall to the top floor
Write a function that will transform f(x) with a horizontal stretch of 3, right 3, and x-axis reflection.
y=-f(1/3x-1)
Solve the system:
(-2, 9)
What kind of system is the following?
Inconsistent
Write a rule for this transformation
y=2f(-x+5)+1
(-x+5, 2y+1)
Interpret the slope of the graph of an elevator traveling from the top floor of a skyscraper.
The elevator is traveling down the skyscraper at a rate of 28 feet every second.
What are the transformations?
y=f(-1/4x)+2
y-axis reflection, horizontal stretch of 4, up 2
Find the y-value of the solution to the system:
y = -1
In y=af(b(x-h))+k
if abs(b) <1 how will the function transform?
Horizontal stretch of
1/b
Write a rule for this transformation
y=-4f(1/4x-2)
(4x+8, -4y)
Write the equation of the line in slope-intercept form
y=1/3x-3 2/3
What are the transformations?
y=3f(-2x+6)-1
Vertical stretch of 3, y-axis reflection, horizontal shrink of 1/2, right 3, and down 1
Solve the system
(0, -1, 3)
What is the range of this function?
-9<=y<=-2
Write a function that will transform f(x)
left 6, y-axis reflection, horizontal shrink of 3/4 and down 5.
y=(-4/3x-8)-5
Does r = -0.82 represent a strong linear relationship between the variables? Explain why or why not.
Yes because it is close to -1. The relationship would have a negative slope.