Linear Functions
Tables
Graphing
Finding Values
Miscellaneous
100
What type of lines do linear functions create?
straight lines.
100
Does the following table represent a linear Function?
yes linear function
100
True or False: the x-axis is the axis that goes side to side on a coordinate plane?
True!
100
Given the function f(x) = 4x + 2, find the following y values for:
f(2) =
f(3) =
f(2)= 10
f(3)=14
100
Any number times zero is equal to what?
ZERO!
200
True or False: Linear Functions can also create curves.
False.
200
What is the missing value of this table?
43.
200
Graph the following linear function:
:
(1,7),(2,9),(3,11),(4,13)
200
Given the function f(x) = -5x, find:
f(0) =
f(3)=
f(5)=
f(0)=0
f(3)=-15
f(5)=-25
200
What is Central Valley High School Mascot?
a Hawk!
300
What type of pattern do linear functions have? (addition, multiplication, subtraction, division)
addition pattern.
300
What is the missing value of this table?
(C) or 4.6
300
Graph the following table:
Line should start from bottom left and move up to top right.
300
True or False: When finding values of y, you substitute the given values for x?
True.
300
What subject does Ms. L's bestfriend teach?
algebra 1
400
Is the following relation a linear function:
(0,1),(1,3),(2,5),(3,7)
Yes it's a linear function.
400
Complete the table using the rule
f(x)= 3x - 2
(1,1),(2,4),(3,7)
400
Graph the following table and describe which direction the line will be going.
starts on top left and moves down right.
400
Describe an input and an output.
:
an input is what you plug in for x
an output is the answer after plugging in your given value
400
What is the name of your school principal?
mr griffin
500
True or False:
In order for a relation to represent a linear function, there can only be one output for each input?
True!
500
C.
500
Graph the following table AND provide the ordered pairs.
:
(1,7),(2,9),(3,11),(4,13)
500
Find the outputs for the given values:
f(x) = x^2 + 10
f(2)=
f(4)=
f(6)=
f(2)=14
f(4)=26
f(6)=46
500
Calculate the following:
(5 x 5) + 2 x 6 - 1 =
36.