Solve the problem.This chart shows the number of meals served in a restaurant during each of the past 4 months. Assume that the information in the chart defines a function with the name g. State the range of g.
A. {(3500, January), (3557, February), (3541, March), (3562, April)}
B. {(January, 3500), (February, 3557), (March, 3541), (April, 3562)}
C. {3500, 3557, 3541, 3562}
D. {January, February, March, April}
Answer: C
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Factor completely. If a polynomial cannot be factored, say it is prime.64m2 - 49n4
A. (8m + 7n2)2 B. prime C. (8m - 7n2)2 D. (8m - 7n2)(8m + 7n2)
Solve the problem. It costs $350 to charter a bus for a ski trip. It also costs $400 per student for all other expenses including food, lodging, ski rental, and lift tickets. Let P(n) represent the per student cost (in dollars) to go on the trip if n students go on the ski trip. By finding an equation for P(n), determine how many students need to go on the trip so that the per person cost is no more than $420.
A. at most 18 students B. at least 17 students C. at most 17 students D. at least 18 students
Integrate using any method.
Solve the problem.To raise money, a group of three friends is each trying to sell 100 candles. Each friend has a package containing the same number of tapers, votives, and tealights. The tapers sell for $6.00 each, the votives sell for $1.50 each, and the tealights sell for $0.75 each. Maya sold all of the candles to raise $431.25, Lorrin sold all of the tapers and tealights to raise $378.75, while Sara sold all the votives, all the tealights, and half of the tapers to raise $251.25. How many of each type of candle did each package contain?
What will be an ideal response?