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Modern Algebra
Set Theory (XVII)
Laws of Algebra of Sets
Distributive Laws (I)
Prove that A intersection (B union C) = (A intersection B) union (A intersection C)
Find an 85 percent confidence interval
A ball thrown vertically upward at time t=0(s) with initial velocity 80 ft/s and initial height 96ft and height function of y(t) = -16t^2 + 80t + 96. What is the max height attained by the ball?
Find the slope-intercept form of a line that is the perpendicular bisector of a line segment connecting (-7,3) and (1,17)
The solution to Queuing Analysis. The Bay City Police Department has eight patrol cars that are on constant call 24 hours a day. A patrol car requires repairs every 20 days, on average, according to an exponential distribution
Differentiable function on the interval.
When n is a positive integer by using mathematical induction and the formula of d/dz[f(z)g(z)]=f(z)g'(z)+f'(z)g(z) for the derivative of the product of 2 functions.
Graph the line with a slope -4 passing through the point (3,1). Make sure to use Excel or Word for constructing the graph.
What is the probability that a randomly chosen employee is a female given that she is an hourly staff?
Evaluate the name of each pet's owner, the name and animal type of each pet, the street each owner lives on and the number of days that Larry needs to care for the animals for each owner
Suppose I had a lemonade stand. When I charge $1, I sold 50 cups, when I raised the price to $2, I only sold 25 cups. Write an equation for the number of cups I sold as a function of the price i charged.
What are branch points and branches. What is the principal branch. What are the 2 branches of z^.5; which is the principal branch
Test hypothesis for variance.
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