Coordinate Planes
Transformations
Slope
Functions
FSA/STAR
200
Which point in the standard (x, y) coordinate plane is located at approximately (6 ,-2)?
Point A
200
Select the transformation below that represents a reflection.
200
The graph below shows a relationship between values of x and y.
As the value of x increases from 0 to 1, what is the change in the value of y?
A) The value of y increases by 3 B) The value of y decreases by 3 C) The value of y increases by 1/3
D) The value of y decreases by 1/3
C) The value of y increases by 1/3
200
What is the value of f(5) for the function f(x) = 9 – x2?
A) -16 B) 3 C) 4 D) 34
A) -16
200
Which of the following represents the correct number sentence for the question below?
What is the difference of twelve and five?
A) 5 – 12 = 7 B) 12 – 5 = 7
C) 5 + 12 = 17 D) 12 + 5 = 17
B) 12 – 5 = 7
400
To locate the point (3, -2) in the standard (x, y) coordinate plane, in which of the following directions should you move a pen from the origin?
A) Left 2 units, up 3 units
B) Left 3 units, up 2 units
C) Right 2 units, down 3 units
D) Right 3 units, up 2 units
E) Right 3 units, down 2 units
E) Right 3 units, down 2 units
400
The equation y=3/4x+2 is graphed. Which points are solutions to this equation? Select all that apply.
Points A and D
400
In the standard coordinate plane, a line p passes though the points (5, 4) and (-2, 17). What is the slope of line p?
A) 13/7 B) 7/13
C) -13/7 D) -7/13
C) -13/7
400
Evaluate g(x) = 4 – 5x for x = m + 1
A) -m – 1 B) -5m + 1
C) -m + 1 D) -5m – 1
D) -5m – 1
400
Write a number that represents the description below.
One ten, five ones, and eight hundredths
15.08
600
Which of the following ordered pairs is located in Quadrant IV?
A) (5, 0) B) (-5, -1) C) (-5, 1)
D) (5, -1) E) (0, 5)
D) (5, -1)
600
Find the ordered pair where the graph of the line 2x – 2y = 10 crosses the y-axis.
(0, -5)
600
Which equation models the graph shown in the xy-plane below?
A) y = x + 1 B) y = -x + 1 C) y = x – 1 D) y = -x – 1
B) y = -x + 1
600
Wyatt is saving money to buy a new video game console. The amount of money he saves, M, can be represented by the equation M = 37 + 12w, where w is the number of weeks since he started saving for the video game console.
What does the number 37 represent in the equation?
A) The amount of money Wyatt has for the video game console before he started saving.
B) The number of weeks Wyatt has been saving up for the video game console.
C) The amount of money Wyatt saves each week for the video game console.
D) The total cost of the video game console.
A) The amount of money Wyatt has for the video game console before he started saving.
600
Select all numbers that round to 2,400 when rounded to the hundreds place.
A) 2,349 B) 2,351 C) 2,428
D) 2,450 E) 2,474
B) and C)
800
In the standard (x, y) coordinate plane, beginning at the point (-1, 1), you move your pencil 3 units in the positive x direction, 4 units in the negative y direction, 2 units in the negative x direction, and 1 unit in the positive y direction. What are the coordinates of your pencil’s location after these moves?
A) (0, -2) B) (0, -3) C) (1, -2)
D) (-2, 2) E) (-2, 0)
A) (0, -2)
800
What does the x represent in the context of the situation?
x represents the miles traveled
800
Write an equation for the line in point-slope form.
y – 2 = 3/2 (x – 1) OR y – 5 =3/2 (x – 3)
800
Write an equation using function notation to model the following table.
f(x) = x + 3
800
Select all fractions that are greater than 6/10 .
A) 1/2 B) 3/4 C) 4/5
B) 3/4 & C) 4/5
1000
The line below on the coordinate plane passes through point B. Which of the following points could also be a point on this line?
A) (2, 0) B) (3, 4) C) (3, 3) D) (4, -3)
C) (3, 3)
1000
What does the y represent in the context of the situation?
y represents the cost in dollars
1000
In the standard (x, y) coordinate plane, what is the equation of the line that passes through the origin and the point (3, 4)?
A) y = 1/4 x + 3/4 B)y = 1/4 x - 3/4 C) y = 1/2 x + 3/4 D) y = 4/3x
D) y = 4/3x
1000
While preparing to run a marathon, Amelia created a training schedule in which the distance of her longest run every week is increased by a constant amount. If Amelia’s training schedule requires that her longest run in week 4 is a distance of 8 miles and her longest run in week 16 is a distance of 26 miles, which of the following best describes how the distance Amelia runs changes between week 4 and week 16 of her training schedule?
A) Amelia increases the distance of her longest run by 0.5 miles each week.
B) Amelia increases the distance of her longest run by 2 miles each week.
C) Amelia increases the distance of her longest run by 2 miles every 3 weeks.
D) Amelia increases the distance of her longest run by 1.5 miles each week.
D) Amelia increases the distance of her longest run by 1.5 miles each week.
1000
Write a mathematical statement that means “a number is at most nine.”
x ≤ 9