A. statements 2 and 3 only
B. All of the statements could justify the conclusion.
C. statements 1 and 3 only
D. statement 2 only
Line p contains the points (3,5) and (2,7). Line n contains the points (6,2) and (8,3). Lines p and n must be ____.
A. parallel
B. neither parallel nor perpendicular
C. perpendicular
D. the same line
The point (3, 6) is ____ the graph of the circle whose equation is x2 + y2 = 25
A. outside
B. at the center of
C. on
D. inside
What is the height of a right circular cylinder that has a radius of 5 units, and a volume of 300 cubic units?
A. 19.09 units
B. 3.82 units
C. 4.61 units
D. 9.55 units
The distance between A = (2, 15) and B = (x, 3) is 13 units. The domain values for B could be ____.
A. -3 or 7
B. -2 or 0
C. -13 or 15
D. -2 or 1
A rectangular container whose dimensions are 5 ft. by 7 ft. by 2 ft. is filled with objects that weigh 15 oz. per cubic foot each. What is the total weight of the filled container?
A. 1050 square ounces
B. 1050 ounces
C. 1050 cubic feet
D. 1050 feet
For two triangles to be congruent using the ASA theorem, ____.
A. the congruent pair of sides must be included between the pairs of congruent angles
B. the congruent pair of sides must be opposite the congruent pairs of angles
C. the congruent pair of sides is opposite one of the congruent pairs of angles
D. the congruent pair of sides make up only one of the sides for the congruent pairs of angles
A. Option A
B. Option B
C. Option C
D. Option D
The graph of y = x26x + 1 has its ____ at the point (3, -8).
A. center
B. y-intercept
C. maximum
D. vertex
Which of these is not an example of a conic section?
A. x2 = 4y
B. They are all conic sections
C. y - 2x2 = 1
D. x2 + y2 = 25
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