Solve the problem. Use 3.14 as an approximation for ? where appropriate.Find the volume of a feed bin having the shape of a right circular cylinder of radius 8 feet and height 7 feet topped by a right circular cone of the same radius and height 4 feet. (Round to the nearest hundredth unit.)
A. 535.80 ft3
B. 1406.72 ft3
C. 2813.44 ft3
D. 1674.62 ft3
Answer: D
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Solve the problem.The length of an airconditioning filter is to be between 
and 
and its width is to be between 
and 
Express the possible areas A as an inequality and graph the values of A.
A =
area in hundreds of sq. in.
A. 300 < x < 600
A = area in hundreds of sq. in.
B. 400 < x < 700
A = area in hundreds of sq. in.
C. 400 ? x ? 700
A = area in hundreds of sq. in.
D. 300 ? x ? 600
A = area in hundreds of sq. in.
Determine whether the players have equal probabilities of winning.Toss two fair dice numbered 1 through 6. If the sum is 7, player 1 wins; if the sum is 3 or 4, player 2 wins.
A. Yes B. No
Perform the indicated arithmetic.24 ÷ 4
A. 112
B. 5
C. 5
D. 6
Define the variable(s) and translate the sentence into an inequality.Enrollment is below 8000 students.
A. Let e = student enrollment; e < 8000 B. Let e = student enrollment; e ? 8000 C. Let e = student enrollment; e ? 8000 D. Let e = student enrollment; e > 8000