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In Atlantic City, Nick played the slot machines for 12 h. He lost $45 an hour. Use real numbers to represent the change in Nick's financial status at the end of 12 h. Compose a note explaining how you arrived at the solution. What difficulties (if any) did you encounter?
A complete algebraic formulation of the linear programming model. This should include a description of the decision variables and an explanation of the objective function and constraints.
The population of a city is 50,000 in 2008 and is growing at a continuous yearly rate of 4.5%. Give the population of the city as a function of the number of years since 2008. Sketch a graph of the population against time.
Please explain how division of real numbers corresponds with division of polynomials and give an example.
Solving equation by the substitution method.
How do we write the equation of a horizontal line? What would be an example?
How would you use this procedure to determine if a given polynomial is prime, that is, determine that it cannot be factored into a product of two linear polynomials (note pps 321 and 327 of the text, Prime Polynomials)?
Solve the matrix equation by finding A to power
Find the midpoint of the line segment with endpoints (5,-2) and (-3,12). Find the equation of the line with slope 0 and y-intercept (0,-2). Write your answer in the form y = mx + b.
a car leaves a town 20 minutes after a truck leaves. the speed of the car is 10 miles per hour greater than the truck.
at a bake sale brownies were sold for .75 cents each and cookies were sold for .50 cents each. there were 10 more
The number of automobiles in minimum cost.
The sum of two numbers is 34. Their difference is 12. What are the two numbers?Assume the two numbers are x and y.
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