f(x)
|
Function vs Relation
|
Rate of Change
|
Arithmetic Sequence
|
Review
|
||||||||||||||||||||
f(x) is the same as which variable?
|
What is the difference between a function and relation?
|
What is the rate of change formula?
|
Write the explicit formula.
|
Solve for h:
|
||||||||||||||||||||
Use the table below to find
f(7).
|
What
is the domain and range?
|
What is the rate of change given the following points:
(3,7) and (8,10)
|
What is the common difference in the sequence:
{4, 11, 18, 25}
|
Solve the
system of equations:
x + y = 32
5x + 2y =
100
|
||||||||||||||||||||
If
4 is the solution to f(x) = 3, what is the coordinate found on the graph of
the function?
|
Is this a function? Why or why not?
|
What is the rate of change from [-2, 6]?
|
In the sequence below, what is:
a1
a4
d
{5, 8, 11, 14, 17, 20}
|
If the lines on a graph are perpendicular, what do you know about the
solution for the linear system of equations?
|
||||||||||||||||||||
Find
the range of f(x) = 3x – 2 when
the domain is
{-5,
-2, -1}
|
Is this a function? Why or why not?
|
What is the rate of change in the following graph:
|
Find
the 12th term in the sequence
|
Which area should be shaded to show the solution set for the system
of inequalities below:
X ≤ 2
Y ≥ -2
|
||||||||||||||||||||
For the functions
|
Is this a function? Why or why not?
|
1. The table shows a truck driver’s distance from home during
one day’s deliveries. Find the rate of change for the following time intervals.
Hour 1 to Hour 4: _______
Hour 5 to Hour
8: _______ Hour 8 to Hour 10: _______
|
Write the explicit rule that describes the sequence:
{5, 7, 9, 11}
|
Make a word problem for the following system of equations:
|
