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A local gym has discovered that their demand for personal trainers (measured in hours) is related not only to their own advertising expenditures in the prior month, but also to the demand for doughnuts and swim gear in the prior month at neighboring stores. The gym has developed the following regression model to forecast demand for personal trainers:
Demand = 185 + (0.15 advertising expenditures) - (0.05 doughnuts) + (0.23 swim gear sales)
What is the forecast for October, given advertising expenditures of 1000, doughnut sales of 2450, and swim gear sales of 782 in September?
Two friends are both on a local running team. They run at the exact same rate of 7 miles per hour. They are running the exact same race course, but one friend starts running an hour after the other friend.
Factor out all common monomials first in order to factor the following trinomial expression:
Linear equation - word problem
Consider the quadratic expression representing displacement of an object thrown toward earth at an initial velocity of 32 ft / sec from a height of 128 ft.
Simplify the algebraic expression 3x 2 - 2y + 7x 2 - 5y + 3 and evaluate it for x = 2, y = 14. Identify the variables, constants, and coefficients in the simplified expression.
Explain the difference between a function and a relation. Consider the equation x 2 + y 2 = 5 and explain why you believe it's a function or not? Give at least two reasons to support your answer.
Define (C_G)(H) = {g is a number in G: g h = h g for all h is a number in H), where H is a subgroup of the group G. Prove that (C_G)(H) is a subgroup of G. Note: (C_G)(H) is called the centralizer of H in G.
search the internet and the article database in the library for real applications of statistics in the workplace. as a
Two boys on a bicycle start from the same place but travel in opposite directions. Joe rides twice as fast as Tom and in 4 hours, they are 24 KM apart. What is the rate of speed of each boy?
Find the union of two sets.
Savage Inequalities is a wonderful book to reference here as it does point to the problem of inequitable funding. In other words the poor stay poor because the school is funded disproportionally from community to community.
Using this model, find the percentage of participation that can be expected if $5million is spent on this recycling project? Set up an equation and solve algebraically. Round to the nearest whole percent.
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