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3. An ad campaign for a trip to Greece will be conducted in a limited geographical area and can use TV time, radio time, newspaper ads, and magazine ads. Information about each medium is shown below.MediumCost Per AdNumber ReachedTV850012000Radio18004000Newspaper24005500Magazine22004500The number of TV ads cannot be more than 4. Each of the media must have at least two ads. The total number of Magazine ads and Newspaper ads must be more than the total number of Radio ads and TV ads. There must be at least a total of 12 ads. The advertising budget is $50,000. The objective is to maximize the total number reached.Formulate a linear programming model for the above situation by determining(a) The decision variables (b) Determine the objective function. What does it represent?(c) Determine all the constraints. Briefly describe what each constraint represents.Note: Do NOT solve the problem after formulating.
which of the following cereals is the best to buy
(Round the number that you compute and use to the nearest whole number.) According to the model, what will the enrollment be in the year 2025?
a rectangle with a perimeter of 102 inches is half as wide as it is long.Write and solve an equation to determine the length of this rectangle in inches?
A group of friends decided to rent a vacation home for a week. They each paid $70 towards the rent. If three more friends had joined them, the cost per person would have been reduced by $14. How many friends went on the trip?
Karen is constructing a pie graph to represent the number of hours her classmates do homework each day. She found that 8/24 did homework for three hours each day. In her pie graph, this would represent how many degrees?
A flagpole is tilted at an angle of seven degrees from he horizontal and towards the sun. It casts a shadow of 14 meters when the angle of elevation of the sun is 43 degrees. Find the length of the flagpole.
What is the missing term in the geometric sequence?
Prepare a research paper on two independent variables
Explain. Provide your classmate's with one or two solutions with which they must create a quadratic equation.
Some students attend school 180 of the 365 days in a year. About what part of the year do they attend school?
Finding coefficient
What are the two dollar amounts, equidistant from the mean of $30, such that 90% of all customer purchases are between these values?
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