Let U = {0, 1, 2, 3, ..., 12}. A = {1, R - S1 2 5 7 o C - SO 2 4
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Q: メ-しリ ニ X² ty2
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A: Solution
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Q: By using Gauss-Jordan method, the solution of set following above equations will be 2x1 – 4x2 + 6x3 ...
A: Here A=2-4613-7759,b=524 The argumented matrix is A:b=2-46:513-7:2759:4
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Q: How many ways can you choose 2 letters from the letters A T C ? Select one: 1 O 720 3
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Q: ' Let f: R? →R be defined by S(2) = (r - r2)* +2} +3– 2r + 2r2 where a = [71, r2]". Suppose that we ...
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Q: Prove: “A graph G is a tree if and only if every two vertices of G are connected by a unique path." ...
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Q: -1 0 3- i The matrix 1 is classified as L3+ i 0 C. Hermitian A. Orthogonal B. Unitary D. Skew-Hermit...
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![Checkpoint 6
Let U = {0, 1, 2, 3, ..,
12}. A = {1, 2, 3, 4} ,
..., 12}, and
В 3D {1, 3, 5, 7, 9, 11}, С 3D {0, 2, 4,
D = { }. Tabulate each of the following sets:
6. A' n B
%3D
1. AnB
7. (A’ n B)'
8. A' U B'
2. AU B
3. Вос
4. BUC
9. В ХА
5.A'
10. [(A U B) U C]ND](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F9d7209d8-6d4f-47ed-9c26-f0c72e1e65b8%2F8c6f14ed-f7b4-49fc-b214-81addd03c727%2Fagqavd8_processed.jpeg&w=3840&q=75)
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- A life insurer classifies insurance applicants according to gender (i.e male or female ) and smoking habits (smoker or non smoker). The result for a large group of applicants are: 1) 75% of male 2) 75% of non-smokers 3) 5% are female smokers. What percentage are male non-smokers• Control: 7.2, 7.4, 7.4, 7.7, 7.9, 7.9, 8.0, 8.2, 8.3, 8.4, 8.4, 8.5, 9.1, 9.2, 9.2 • Wild type: 5.6, 6.5, 6.7, 7, 7.5, 7.9, 7.9, 8, 8, 8.2, 8.4, 9, 9.1, 9, 9.1 • Scorpine: 0, 4.4, 5.3, 5.6, 4.1, 5.3, 5.9, 6, 6, 6.1, 6.2, 7, 7.5 4. Show the data in a graph (or graphs). What trends or patterns do you see? 5. Perform all steps of a hypothesis test to determine whether the treatments vary in their number of sporozoites, without transforming the data.ou have chosen three breeds of chicken for your farm after studying their egg-laying capabilities. Of the total of 50 chickens, 10 will be White Leghorns, 30 will be Goldlines, and 10 will be Rhode Island Reds. The Goldlines and the Rhode Island Reds lay brown eggs, and the White Leghorns lay white eggs. You also have this data on the average number of eggs laid per year by each breed: White Leghorn: 300 eggs per year Goldline: 320 eggs per year Rhode Island Red: 220 eggs per year If you pick a chicken at random, what is the probability of picking a chicken of each breed? What is that chicken's average yearly egg yield? Breed Probabillity of a Chicken in the Flock Being this Breed Avg. Number of Eggs per Year Goldline Rhode Island Red White Leghorn
- A factory uses three production lines to manufacture cans of a certain type. The accompanying table gives percentages of nonconforming cans, categorized by type of non-conformance for each of the three lines during a particular time period. During this time period, line 1 produced 100 non-conforming cans, line 2 produced 100 such cans, and line 3 was responsible for 300 non-conforming cans. A Quality Control person picks up a non-conforming can produced by one of the three lines. What is the probability that the can was produced by Line 1? (State your answer as a decimal accurate to three decimal places). Line 1 Line 2 Line 3 Blemish 15% 12% 20% Crack 50% 44% 40% Pull-Tab Problem 21% 28% 24% Surface Defect 10% 8% 15% Other 4% 8% 1%One of your duties is the selection and disposal of boxes of obsolete files. According to regulations, ordinary files become obsolete after 24 months, confidential files after 36 months and classified files after 48 months. Which of the following boxes of files can be disposed of: A box containing ordinary files dated 26 months ago and classified files dated 34 months ago. A box containing ordinary files dated 38 months ago and confidential files dated 28 months ago.Twenty percent of the trees in a particular forest have a disease, 30% of the trees are too small to be used for lumber, and 40% are too small to be used for lumber or have a disease. What percent of the trees are too small to be used for lumber and have a disease?
- The cancer treatment facts and figures show that for early-stage lung cancer 71% of all patients undergo surgery and 37% of all patients receive radiotherapy as part of their treatments. Furthermore, 53% of all early-stage lung cancer patients ONLY receive surgery. What percentage of early-stage lung caner patients undergo both surgery and radiotherapy?An insurance company offers four different deductible levels—none, low, medium, and high—for its homeowner's policyholders and three different levels—low, medium, and high—for its automobile policyholders. The accompanying table gives proportions for the various categories of policyholders who have both types of insurance. For example, the proportion of individuals with both low homeowner's deductible and low auto deductible is 0.07 (7% of all such individuals). Homeowner's Auto N L M H L 0.04 0.07 0.05 0.04 M 0.07 0.09 0.20 0.09 H 0.02 0.03 0.15 0.15 Suppose an individual having both types of policies is randomly selected. (a) What is the probability that the individual has a medium auto deductible and a high homeowner's deductible?(b) What is the probability that the individual has a low auto deductible? A low homeowner's deductible? auto deductible homeowner's deductible (c) What is the probability that the individual is in the same…An insurance company offers four different deductible levels—none, low, medium, and high—for its homeowner's policyholders and three different levels—low, medium, and high—for its automobile policyholders. The accompanying table gives proportions for the various categories of policyholders who have both types of insurance. For example, the proportion of individuals with both low homeowner's deductible and low auto deductible is 0.07 (7% of all such individuals). Homeowner's Auto N L M H L 0.04 0.07 0.05 0.01 M 0.07 0.08 0.20 0.13 H 0.02 0.03 0.15 0.15 Suppose an individual having both types of policies is randomly selected. (d) Based on your answer in part (c), what is the probability that the two categories are different?(e) What is the probability that the individual has at least one low deductible level?(f) Using the answer in part (e), what is the probability that neither deductible level is low?
- Textbook publishers must estimate the sales of new (first-edition) books. The records of one major publishing company indicate that 10% of all new books sell more than projected, 30% sell close to the number projected, and 60% sell less than projected. Of those that sell more than projected, 70% are revised for a second edition, as are 50% of those that sell close to the number projected and 20% of those that sell less than projected. a. What percentage of books published by this publishing company go to a second edition? b. What percentage of books published by this publishing company that go to a second edition sold less than projected in their first edition?A recent experiment investigated the relationship between smoking and urinary incontinence. Of the 322 subjects in the study who were incontinent, 113 were smokers, 51 were former smokers, and 158 had never smoked. Of the 284 control subjects who were not incontinent, 68 were smokers, 23 were former smokers, and 193 had never smoked. (Hint- this means there are going to be 3 categories and 2 rows…) a. Create a table displaying this data. (This will be your “Observed” data.) b. What is the expected frequency in each cell? (Need to make the Expected table—remember the null Hyp. is that there is no relationship between smoking and incontinence. The first Exp value will be: 181 x 322/606= 96.17…) c. Conduct a significance test to see if there is a relationship between smoking and incontinence. (Show your work.) What Chi Square value do you get? What p value do you get? d. What do you conclude?(Remember: Powerpoint slide #20-22)Expected values in chi-sq test of independence: Exp = Column…Find a graphical example of a cloud of 4 points in which minimizing the sum of squared vertical distances between points and fitted line is different from minimizing the sum of squared horizontal distances between the points and line. Provide a scatter plot and an explanation of your example.
