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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
Find the best investment using the following decision criteria.
Systems of equations can be solved by graphing or by using substitution or elimination. What are the pros and cons of each method? What circumstances would cause you to use a different method?
Identify the vertex, intercepts and zeros of a function.
the following are the slopes of lines representing daily revenues y in term of time x in days. Use the slopes to interpret any change in daily revenues for a one-day increase in time.
Betweenness in taxicab geometry. Let A = (0,0) B = (1,0) and C = (1,1) and let k denote the taxicab metric.
Venture capital in internet-related companies in the first quarter of 1996 was $148.7 million. In the first quarter of 1997, venture capital increased to $309.1 million. Find the percent increase in venture capital for internet-related companies f..
The cost of a flow is Σu,v∈V f(u, v), and the goal is to find the feasible flow ofminimum cost. Express this problem as a linear program.
350 million test are expected to be sold this year. this represents 114% increase from last year. how many test were sold last year?
If A has eight unique elements and B has eight unique elements, how many one-to-one functions would there be? Also, I'd like to know how many there would be if A happened to have less elements than B or if B had less elements than A.
Probability: Joint Probability Mass Function, Covariance and Variance Let X and Y have joint probability mass function Pr{X = i, Y = j}= c(i + 1)(j + 2) for i >= 0, j >= 0, and i + j
Suppose you are going to flip a coin once. What is the set of possible outcomes for this? Suppose you are going to flip a coin twice. What is the set of possible outcomes for this?
Determine the correct degree of freedom
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