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You have just been hired as advertising manager of the Daily Chronicle. In the past, the Chronicle contained one half advertising and one half news stories. Research indicates a newspaper must have three times as much advertising as news stories to make money. In addition, the advertising must be divided in the following ratio:5 to 3 to 1, retail advertising to national advertising to classified advertising . The Chronical is typically 48 pages in length.
A) how many pages should be advertising, and how many should be news stories?
b) Based on the industry ratios, how should the pages be divided amount the three types of advertising
Consider 4 couples (4 husbands and their wives) stand in random order in a line. What is the probability that no husband is lined up directly
Find an equation of the tangent to the curve at the given point by both eliminating the parameter and without eliminating the parameter.
A surfboard manufacturing company has determined that the cost function c(x), in hundreds of dollars, for producing x hundreds of boards is c(x) = .2x^2 -.84x + 3.625.
The monthly cost in dollars of a phone plan is a linear function of the calling time in minutes. The monthly cost for 40 minutes of calls is $14.18 and the monthly cost for 96 minutes is $19.22.
A sound wave has a frequency of 3500 Hz. What is the distance between crests or compressions of the wave? (Take the speed of sound to be 344 m/s.)
Use logarithms and the law of tangents to solve the triangle ABC, given that a= 21.46 ft, b= 46.28 ft, and C = 32° 28' 30"
From the totals, find the average cost per ounce of prepackaged items. Convert your results to cost per pound. (Hint: How many ounces in a pound?) Cap'n Crunch cereal - 12.5 oz $3.50
Sketch the given region R and then find its area. R is the rectangle with vertices (1, 0), (-2, 0), (-2, 5), and (1, 5).
If A and B are subsets of a group G, define AB = {ab | a 2 A, b 2 B}. Now suppose phi: G -> G0 is a homomorphism of groups and N = Ker(phi) is its kernel.
Determine the amount of slack or surplus for each constraint
A tanker that delivers gasoline to gas stations had 1400 gal of gasoline when it was. 7. 8 full. How much could the tanker hold when it is full?
Suppose that a pair of 20-sided dice are rolled (the sides are numbered 1-20). What is the probability that the sum of the dice is 13?
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