Provide a short answer.Suppose you have to develop a model to predict snowfall for the upcoming winter based on data from previous winters. Consider the table of annual snowfall over the last five years:  Would it be possible to come up with one model that predicted very low amounts of snowfall and another that predicted very high amounts of snowfall? How so? If you were employed by a ski resort to come up with a model, what type of model would you use? What could be done to try to reduce the chance of coming up with such different models?

What will be an ideal response?


Linear Regression would provide a low snowfall prediction, and quadratic regression would provide a high snowfall prediction. Because ski resorts depend on snowfall, a model that predicts a greater amount of snow would be more useful for advertising purposes. Considering the pattern of snowfall over a longer period of time would provide a more accurate prediction than simply considering a five year period and hence would reduce the potential for finding conflicting models.

Mathematics

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Solve.log 5 x = -2

A. 3
B. -10
C.
D.

Mathematics

Use the preference table to answer the question.Diners at the Taste of Paris restaurant answer a questionnaire about their favorite course in a French meal. The choices are: Appetizer (A), Entree (E), and Dessert (D). Their votes are summarized in the following table.Which course is selected as the most favorite using the plurality-with-elimination method?

A. Dessert B. Entree C. Appetizer

Mathematics

Write the sentences as a system of inequalities in two variables. Then graph the system.The sum of the x-variable and the y-variable is at most -4. The y-variable added to the product of 3 and the x-variable does not exceed 12.

A. x + y > -4
x + 3y > 12

B. x + y ? -4
x + 3y ? 12

C. x + y ? -4
3x + y ? 12

D. x + y ? -4
3x + y ? 12

Mathematics

Find the mean for the grouped data. Round to the nearest tenth.

A. 8.9 B. 8.7 C. 13.5 D. 6.7

Mathematics