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1. Graph each of the following. Find the range of angles that trace out the full graph.
Determine and graph the equations of the tangent lines at each relative maximum of r. This example might be helpful
2. Determine whether the following converge. a. For each of the following use three tests
3. Let z = (√3+??)/2. Using the de Moivre's formula, find (express you answers in eiθ and a+bi form)
a. z2 b. z3 c. z4 d. z5 e. z6
4. Find the 11th roots of 1; that is all solutions to x11=1 again using de Moivre's formula
The inflection points and global extrema.
Educational attainment and smoking status.
A market research organization has found that 40 percent of all supermarket shoppers refuse to cooperate when questioned by its pollsters. If 1,000 shoppers are approached, Find the probability that fewer than 500 will refuse to cooperate?
Find the principal amount
F ind the probability that the mean of the number of hours they watch television will be greater than 27.3 hours. Give your answer to 2 decimal places.
Construct a computer simulation model to keep track of the cash flow
Determine the probability of event A given that event B is already occurred
A regression analysis between sales
Find the probability on poisson distribution.
Find the difference in the gasolines & automobiles
State at least two hypotheses you might use, specifically stating the null & alternate hypotheses & the type errors that might occur.
what is the probability that all will make a purchase and evaluate the probability that a light bulb will burn out in less than 1000 hours.
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