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1. For the intercepts and use them to graph equation 6x+2y=12
2. The distance d(p1,p2) between the points p1 and p2. p1=(-1,5) p2=(2,2) d(p1,p2)=
3. If (a,-2) is a point on the graph of y=x^2+3x, what is a?
4. Plot the points and determine the slope of the line containing them. Graph Line. (-3,-7) (2,-7)
Calculate the average cost function.
Simplify the given fraction
Matrix methods can be used to solve linear programming problems. A linear programming problem is used to find an optimal solution, subject to stated restraints.
The ABC Cement Corporation produces three varieties of high quality cements that are supplied to construction companies. The annual demand for all these varieties and their corresponding probabilities for the year 2010 are as follows.
What is the quadratic equation? Explain where the quadratic equation comes from. In particular, how is the quadratic equation related to the process of completing the square?
How many memory devices of each type should be manufactured? What is the maximization formula? List all the constraints Create a diagram visually showing your constraints and the optimal solution.
Paying off School Bonds. A school board issues bonds in the amount of $20,000,000 to be retired in 25 years. How much must be paid into a sinking fund at 6% compounded annually to pay off the total amount due?
Let M and N be left R-modules. Let f : M N and g : N M be left R-module homomorphisms such that fg(y) = y for all y N. Show that M = ker(f) im(g).
Is the compound interest formula, such as would be used to calculate a car loan, an example of a function? If it is, of what type of function is it an example?
What percentage of the people have only cats or only dogs? Find the slope of the line passing through the points (9, 12) and (8, 4).
Solving problem using substitution and graphing method.
Problems on linear equation.
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