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I am having a problem drawing the table for the following system: Define a universal set U as the set of counting numbers. Form a new set that contains all possible subsets of U. This new set of subsets together with the operation of set intersection forms a mathematical system. Then I have to tell which properties that we did in class are satisfied by the system.
Explain how you can find the difference 120-70 using mental math. Then name the difference. Write two equations that prove the Associative Property is not true for subtraction.
At a college function, a total of 180 tickets were sold. Find the number of each type of ticket sold for the college function.
algebra review please respond to the followingexplain in your own words what the author of your textbook means by the
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.
at a bake sale brownies were sold for .75 cents each and cookies were sold for .50 cents each. there were 10 more
Tomorrow is going to be a hot one. Right now the temperature is 87 degrees and it will fluctuate at least 11 degrees by 3pm. What is the range of possible temperatures it could be at 3 pm.
Comparing the 2 solution can you determine whether the fist system of equations is ill-conditioned or not?? Explain why it is ill-conditioned??
Quadratic equation problems.
The book gives for v2= (0,0, 1)^T, and for V3, he added to use formula (A-2I)^2 v =0 to find v3 to be v3= (0,1,0)^T.
To get a C in history, Nandan must average 74 on four tests. Scores on the first three tests were 69, 75, and 60. What is the lowest score that Nandan can get on the last test and still receive a C?
Evaluating the value.
Simplify the expression. Assume that variables represent non- zero real numbers.
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