Solve the problem.The stadium vending company finds that sales of hot dogs average 37,000 hot dogs per game when the hot dogs sell for $2.50 each. For each 50 cent increase in the price, the sales per game drop by 5000 hot dogs. What price per hot dog should the vending company charge to realize the maximum revenue?
A. $1.20
B. $3.10
C. $3.70
D. $3.35
Answer: B
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Perform the operation and reduce to lowest terms.10
× 1
A. 19
B. 10
C. 18
D. 20
Solve the problem.In the city of Gloomville, the probability of rain on New Year's Day is 62%. What is the probability that next New Year's Day it will not rain in Gloomville?
A. 62% B. 38.44% C. -62% D. 38%
Add.
?
?
A. 2,061 B. 1,831 C. 1,861 D. 1,871 E. 1,761
For each quadratic function, find (a) the maximum or minimum value and(b) the x- and y-intercepts.Round answers to the nearest hundredth.f(x) = -8.05x2 + 1.02x - 6.15
A. Minimum value: -6.12; No x-intercepts, (0, -6.15) B. Maximum value: -6.12; No x-intercepts, (0, -6.15) C. Maximum value: -6.12; Intercepts: (-0.81, 0), (0.94, 0), (0, -6.15) D. Maximum value: -6.18; No x-intercepts, (0, -6.15)