Find all of the real and imaginary roots, stating the multiplicity of each.f(x) = -6x2(x - 6)(x + 1)3
A. -1 with multiplicity 3
0 with multiplicity 2
1 with multiplicity 1
6 with multiplicity 1
B. -1 with multiplicity 3
0 with multiplicity 2
6 with multiplicity 1
C. -1 with multiplicity 3
6 with multiplicity 1
D. -1 with multiplicity 1
1 with multiplicity 1
6 with multiplicity 1
Answer: B
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Solve the equation for the specified variable.A = P(1 + nr) for r
A. r = 
B. r = 
C. r = 
D. r = 
Solve the problem.The preference table shows the results of an election among three candidates, A, B, and C. 
(a) Using the plurality method, who is the winner?(b) The voters in the two columns on the right move their last-place candidates from last place to first place. Construct a new preference table for the election. Using the table and the plurality method, who is the winner?(c) Suppose that candidate C drops out of the new table, but the winner is still chosen by the plurality method. Is the irrelevant alternatives criterion satisfied?
A. A; A; yes B. C; A; yes C. B; B; yes D. C; C; yes
Solve the problem.In a probability space, which of the following statements is not true?
A. The probability of the sample space is always equal to 1. B. The impossible event always has probability equal to 0. C. All probabilities are between 0 and 1 (0 and 1 included). D. All outcomes are equally likely. E. All of these statements are true.
Perform the indicated operation. Write the sum as a fraction, whole number, or mixed number in lowest terms. 
+ 
A. 
B. 
C. 
D. 1