1.
The point (-7, 4) is reflected over the line x = -3. Then the resulting point is reflected over the line y = x. Where is the point located after both reflections?
2.
Parallelogram ABCD is graphed on the coordinate plain below:
What are the coordinates of point C?
3.
An ice cream company needs to know how much ice cream can fit into its new ice cream cones.
4.
A network of electrical wires will be constructed so that each of the six points on the board is directly connected to each other by a piece of wire. The diagram shows the board with points A, B, C, D, E and F.
How many pieces of wire are needed to make the network?
5.
The table shows prices for different numbers of pencils. The price continues to increase in this pattern.
Which equation models this situation?
6.
Given the diagram below, what information is needed to prove that the lines are parallel?
7.
The graph below shows the distance, as a function of time, for two runners.
Which runner was faster, and by how much?
A.
Runner A, by 2 miles per hour
B.
Runner B, by 2 miles per hour
C.
Runner A, by 4 miles per hour
D.
Runner B, by 4 miles per hour
8.
Kristina plots a triangle with vertices (-2, 3) (0, 0) and (6, 4) on a coordinate plane. If each unit on the coordinate plane represents one meter (m), what is the perimiter of her triangle, to the nearest tenth of a meter?
9.
What is the volume of the cube shown, below.
10.
What is the value of y?
11.
If both statements below are true, which statement is a logical conclusion?
Some triangles are isosceles traingles.
All isosceles triangles have two congruent sides.
A.
All triangles have two congruent sides.
B.
Some triangles have two congruent sides.
C.
Some isosceles triangles have three congruent sides
D.
All figures with two congruent sides are isosceles triangles.
12.
13.
A family invested $2,000 into an account that pays 2% interest compounded annually. In the functions below, x = time in years and y = total amount in the account after x years.
y = 40x + 2,000
y = 2,000 (1.02)^{X}
Use the function that models the situation correctly. To the nearest dollar, how much money is in the family's account after 5 years?
14.
The numbers in the drawing below represent distance, in miles, between towns.
If Scott is at Town B, what is the shortest possible route he can take from Town B to Town G if he must travel through Town C?
15.
What is the surface area of the solid shown below?
A. 72 cm^{2}
B. 144 cm^{2}
C. 156 cm^{2}
D. 184 cm^{2}
16.
Two students started at the coordinate (0, 0). Student A walked 7 units east and 5 units south. Student B walked 4 units west and 1unit south. How many units apart are the students?
17.
A school district has the following high school committee officers.
Committee A: Amber, Calipso, Juan
Committee B: Megan, Amber, Sam
Committee C: Calipso, Sam, Amanda
Committee D: Jerrad, Roberto, Danielle, Juan
The committees are represented with vertices. If two committees share a person, connect the vertices with an edge. Which graph will allow all committee members to attend the meetings to which they are assigned?
18.
The figure below shows a pattern of dots.
19.
On a coordinate plane, a shape is plotted with vertices of (3, 1), (0, 4), (3, 7), and (6, 4). What is the area of the shape if each grid unit equals one centimeter?
A. 18 cm^{2}
B. 24 cm^{2}
C. 36 cm^{2}
D. 42 cm^{2}
20.
A company makes sealed metal water tanks as shown below.
To the nearest square meter, how much sheet metal does the company need to make one tank?
A. 314 m^{2}
B. 471 m ^{2}
C. 785 m ^{2}
D. 942 m ^{2}