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[/img][/td][td][img]data:image/png;base64,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[/img][/td][td][img]data:image/png;base64,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[/img][br][/td][/tr][/table]
[size=150]A company that sells movies online is deciding how much to charge customers to download a new movie. Based on data from previous sales, the company predicts that if they charge [math]x[/math] dollars for each download, then the number of downloads, in thousands, is [math]18-x[/math].[/size][br][br]Complete the table below to show the predicted number of downloads at each listed price. Then, find the revenue at each price. The first row has been completed for you.[br]
Is the relationship between the price of the movie and the revenue (in thousands of dollars) quadratic? Explain how you know.
What price would you recommend the company charge for a new movie? Explain your reasoning.[br]
[size=150]The function that uses the price (in dollars per download) [math]x[/math] to determine the number of [/size][size=150]downloads (in thousands) [math]18-x[/math] is an example of a demand function and its graph is known. Economists are interested in factors that can affect the demand function and therefore the price suppliers wish to set.[br][br][/size]What are some things that could increase the number of downloads predicted for the same given prices?
If the demand shifted so that we predicted [math]20-x[/math] thousand downloads at a price of [math]x[/math] dollars per download, what do you think will happen to the price that gives the maximum revenue? Check what actually happens.[br]
[list][size=150][*]Describe a domain that is appropriate for the situation. Think about any upper or lower limits for the input, as well as whether all numbers make sense as the input. Then, describe how the graph should be modified to show the domain that makes sense.[/*][*]Identify or estimate the vertex on the graph. Describe what it means in the situation.[/*][*]Identify or estimate the zeros of the function. Describe what it means in the situation.[/*][/size][/list][br] The area of rectangle with a perimeter of 25 meters and a side length [math]x[/math]: [math]A\left(x\right)=x\cdot\frac{\left(25-2x\right)}{2}[/math][br][img]data:image/png;base64,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[/img][br][br]Domain:
The number of squares as a function of step number [math]n[/math]: [math]f\left(n\right)=n^2+4[/math][br][img]data:image/png;base64,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[/img][br]Domain:
The distance in feet that an object has fallen [math]t[/math] seconds after being dropped: [math]g\left(t\right)=16t^2[/math][br][img]data:image/png;base64,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[/img][br]Domain:
The height in feet of an object [math]t[/math] seconds after being dropped: [math]h\left(t\right)=576-16t^2[/math][br][img]data:image/png;base64,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[/img][br]Domain: