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WorksheetsFinal Exam Review - 2
Total questions: 70
Worksheet time: 2hrs 53mins
A RELATION is a set of ______________ ______________.
The DOMAIN is the set of _______________ ____________________ in a relation.
The RANGE is the set of _______________ ____________________ in a relation.
A FUNCTION is a relation in which none of the first coordinates (a) .
All of the (b) are (c) EXAMPLES:
{(1, 9), (-2, 5), (1, 6), (-4, -3), (2, 8)} D = (a) ;
R = (b)
Is this relation a function? (c)
Given:
y=mx+b
Match the variable in the linear equation with the correct meaning:
y
y-coordinate
m
slope
x
x-coordinate
b
y-intercept
y=-3x-2
slope -3 y int -2
y=-1/3x+2
slope 2 y int 3
y=-2x-3
slope -1/3 y int 2
y=2x+3
slope -2 y int -3
What is the solution set for −4x + 10 ≥ 5x + 55?
F
G
H
J
-3 − 6(4x + 6) > -111
Upload a picture of your work
Raelyssa reads 5 books in January, 8 books in February, 6 books in March, and 9 books in April. What is the mean number of books Raelyssa reads per month?
9 books
8 books
7 books
6 books
The temperature IS NO MORE THAN 50
t<50
t>50
t≤50
t≥50
The temperature IS NO LESS THAN 50
t<50
t>50
t≤50
t≥50
The temperature IS MORE THAN 50
t<50
t>50
t≤50
t≥50
The temperature IS LESS THAN 50
t<50
t>50
t≤50
t≥50
The temperature IS LESS THAN 50
t<50
t>50
t≤50
t≥50
The temperature IS MORE THAN 50
t<50
t>50
t≤50
t≥50
The temperature IS NO LESS THAN 50
t<50
t>50
t≤50
t≥50
The temperature IS NO MORE THAN 50
t<50
t>50
t≤50
t≥50
The temperature IS GREATER THAN 50
t<50
t>50
t≤50
t≥50
The temperature IS AT MOST 50
t<50
t>50
t≤50
t≥50
The temperature IS AT LEAST 50
t<50
t>50
t≤50
t≥50
The temperature IS UNDER 50
t<50
t>50
t≤50
t≥50
The temperature IS OVER 50
t<50
t>50
t≤50
t≥50
The temperature IS 50 OR GREATER
t<50
t>50
t≤50
t≥50
The temperature IS 50 OR LESS
t<50
t>50
t≤50
t≥50
The temperature IS BELOW 50
t<50
t>50
t≤50
t≥50
The temperature IS ABOVE 50
t<50
t>50
t≤50
t≥50
Match the inequality statement with its symbol.
>
greater than
≤
no more than
≥
at least
<
less than
You must be at least 16 years old to have a driver's license.
x < 16
x≥16
x≤16
x > 16
x = 16
Swim practice will be no more than 35 laps
x≥35
x > 35
x < 35
x≤35
x = 35
Kevin ran for less than 5 miles
x < 5
x > 5
x≥5
x≤5
x = 5
More than 800 fans attended the opening soccer game
x≤800
x > 800
x≥800
x < 800
x = 800
The heavyweight division is greater than 200 pounds
x≥200
x≤200
x < 200
x > 200
x = 200
you cannot spend more than 50 dollars
x≤50
x < 50
x≥50
x > 50
x = 50
the mountain is at least 985 feet tall
x < 985
x≤985
x≥985
x > 985
x = 985
You must be older than 13 years old to play in the basketball league.
x < 13
x≥13
x > 13
x≤13
x = 13
When turning in assignments late, you can get a maximum score of 90.
x > 90
x < 90
x≤90
x≥90
x = 90
Texas scored a total of 31 points
x > 31
x < 31
x≥31
x≤31
x = 31
His mom said he could have at most, 3 cookies
x > 3
x < 3
x≥3
x≤3
x = 3
When solving an equation, our goal is to:
add all the numbers together.
use a calculator.
eat lunch.
isolate the variable
Why do you multiply by 7 on both sides?
To undo division, you must multiply.
To balance the equation, you must divide by 7 on both sides.
To undo multiplication, you must divide.
To balance the equation, you must multiply by 7 on both sides.
Why do you divide by 5 on both sides?
To undo division, you must multiply.
To balance the equation, you must divide by 5 on both sides.
To undo multiplication, you must divide.
To balance the equation, you must multiply by 5 on both sides.
k is being divided by 11. What should you do to isolate the variable?
Divide both sides by 11
Multiply both sides by 11.
Divide both sides by 16.
Subtract 16 by both sides.
Label the parts of an equation.
Constant
Coefficient
Variable
Operator
Equal Sign
Match the following operations with their inverse operation.
Addition (+)
Subtraction (-)
Subtraction (-)
Addition (+)
Multiplication (x)
Division (/)
Division (/)
Multiplication (x)
Match the circled/highlighted part to the correct vocabulary.
variable
coefficient
term
equation
expression
Select all that are true from the expression
5x-1
5x-1
5x-1
5x-1
5x-1
5x-1
5x-1
7⋅5x−7⋅1
28x
7⋅5x−1
click on all the like terms.
click on the coefficients.
click on the variables.
The (a) to an (b) can be positive or negative, but the (c) should always be (d) .
Use the distributive property and write an expression equivalent to the one below?
−4(8r+3)
−32r−12
−32r+3
−32r+12
−44r
Match the circled/highlighted part to the correct vocabulary.
variable
coefficient
term
equation
expression
Check all that apply. Identify the coefficients in the following equation:
7x + 8 - 2y = -5x +8
2
-2
7
-5
8
The (a) is a list of all the (b) . The (c) is a list of all the (d) .
Match the following
Function Example
Relation Example
A relation in which each domain only has ONE range.
Function definition
A set of ordered pairs.
Relation definition
Organize these relations into the right categories
(2, 3), (−1, 0), (5, 10)
A function that has a constant rate of change.
A straight line.
A function that does NOT have a constant rate of change.
Not a straight line.
Select the ordered pair (2, 3)
Label the parts of the coordinate plane.
Quadrant IV
Quadrant III
Quadrant II
x-axis
y-axis
origin
Quadrant I
Match the following
x-axis
Horizontal Axis
y-axis
Vertical Axis
(0, 0)
Where the x- and y-axis intersect (meet)
Match the following
Vertical
Horizontal
Vertical Line Test
Given f(x) = -5x - 15, find f(4).
Solve. Then upload a pic of YOUR work.
Which graph(s) does not (do not)represent(s) a function?
Find f(2)
5
4
3
0
