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Given the universal set of {x 0<x< 10}(this should read less than and equal too) and sets A,B,and C as defined below:
A={factors of 6)
B= {factors of 10}
C= {odd numbers}
a. List the elements in A U B U C. (they are suppossed to be upside down U"s )
b. State A U (B U C). (the U in between the b, c is the wrong way).
c. State n (A U C) and describe the set in words. (once again the U is the wrong way).
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Given three points, there is one line that can be drawn through them if the points are colinear. If the three points are noncolinear,there are three lines that can be drawn through pairs of points.
Using one of the tests for convergence (comparison, limit, integral, nth term, etc.), show whether the following series converges or diverges:
Let f : [0,1]-->[0,1] be a continuous function. Show that there exists a real number x in [0,1] such that f(x)=x (apply the intermediate value theorem to the function f(x) -x).
What is the line of symmetry? Graph the function using the equation in part a. Explain why it is not necessary to plot points to graph when using y = a (x - h)2 + k.
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Probability values.
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Determine the correct degree of freedom
A random sample of 11 patients using the drug is selected. Find the probability that exactly two will have this mild side effect
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