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A. An office manager has four employees and nine reports to be done. In how many ways can the reports be assigned to the employees so that each employee has at least one report to do.
b. Find the number of ways to put eight different books in five boxes, if no box is allowed to be empty
Let f be a function which can be differentiated four times on an interval [a,b].Let . Using x, show that the integral f can be calculated on [a,b] with the help of an integral on [-1,1].
An Airconditioning systemcan circulate 280 cubic feet of air per minute. How many cubic yards of air can it circulate per minute?
Can the model supply heat/temp. data in other ranges, for example at -5 C or at 150 C? Explain why or why not.
Find the LCM of the denominators.
What is/are the independent variable(s)? What is/are the dependent variable(s)? What would be an appropriate null hypothesis? Alternate hypothesis
After submitting this question earlier I am not sure the answer is what I need.
Create a proof by mathematical induction that demonstrates that the sum of the first n even numbers is equal to n(n + 1)
In the real world, when you need to make predictions for one variable Y based on one or more variables X, and if Y and X have a linear relation, then the least squares method would be useful.
Solving the rational expression
5x-y+9, 2x-2y+7, what is the solution?
Write down the equation
Let u be an algebraic element of K (field extension of F) whose minimal polynomial in F[x] has prime degree. If E is a field such that F is contained in E is contained in F(u)
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