1.
Which of the following points is not at a distance of 1 unit from the origin?
2.
If a circle has a radius of 4 inches, how many square feet is the area of half of the circle?
3.
If a triangle has sides of lengths 3 and 7, which of the following could not be the third side of the triangle?
4.
Which of the following points is not on the graph of y = 2x + 3
5.
How many 4 sqft. squares can fit onto the surface of a cube with sides of length 4 feet?
6.
Which of the following is not a true statement about the line y = x?
A.
It is parallel to the line y = x + 5
B.
It is perpendicular to the line y = -1/x
C.
D.
It crosses the origin at the point (0,0)
E.
It intersects the y axis exactly once.
7.
If a circle is divided into four sectors of areas x, 2x, 3x, and 4x, what is the angular measure of the smallest sector in degrees?
8.
A circle of radius r = 3 centered at the origin (0,0) will intersect the line y = 3 at how many points?
9.
What is the area of the square circumscribed by the circle with a radius of 10*sqrt(2) units?
10.
If the distance between the points (2,2) and (3, a) is 1, what is the value of a?
11.
How many diagonals does a hexagon have?
12.
At how many points do the graphs of y = x^2 + 3 and y = x^2 -3 intersect?
13.
What is the radius, in inches, of a circle inscribed in a square with the area 400 sq. inches?
14.
If two different planes intersect, at how many points will they intersect?
15.
If the smaller angles in an obtuse triangle are x and 2x, what is a possible value for x?
16.
A trapezoid has two bases in which one is five times the length of the other (x). If the area of the trapezoid is 50, what is the ratio height of the trapezoid to the smaller base?
17.
What is the angular measure of a sector of a circle of radius 6 if the area of the sector is 9*pi square units?
18.
A man walks 5 miles North, 3 miles West, 8 miles South, and 7 miles East. What is his distance from his starting point?
19.
An equilateral triangle is created by putting four small equilateral triangles together, three on the base forming a trapezoid and one on top. If the length of the smaller triangle side is 1, what is the length of the larger triangle side?
20.
If a cylinder of volume V is doubled in height and tripled in radius, what will be the volume of the new cylinder?
21.
What is the distance between two opposite corners in the rectangular prism with length 2, height 2, and width 1?
22.
How many cubes with a side length of 3 could fit evenly into the cylinder of radius 3 and height 21?
23.
A circle is divided into eight sectors that are separated such that the first section is x degrees, the second is 2x degrees, and so forth. What is the angular measure of the second-largest sector?
24.
If two different circles are concentric, at how many points will they intersect?
25.
The area of a circle 6 meters in diameter exceeds the combined areas of a circle 4 meters in diameter and a circle 2 meters in diameter by how many square meters?