# below are the past Loto draws. Numbers to be played are from 1 –…

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below are the past Loto draws. Numbers to be played are from 1 – 40 can it be predicted from a sort of pattern from the past draws the possible combination for the next draw please ???04-Mar 3 4 12 13 22 27 07-Mar 8 15 27 29 30 35 11-Mar 6 8 12 16 25 27 14-Mar 1 3 7 26 36 37 18-Mar 3 4 6 17 29 30 06-Jun 7 8 14 18 21 37 10-Jun 1 16 22 29 30 34 13-Jun 3 6 10 11 18 31 17-Jun 8 14 18 30 33 38 20-Jun 3 5 10 19 22 24 24-Jun 10 15 21 22 28 3827-Jun 3 4 28 31 32 36 01-Jul 3 12 15 25 28 39 04-Jul 15 17 21 24 31 33 08-Jul 4 5 14 18 28 34 11-Jul 9 17 22 28 32 39 15-Jul 2 13 21 26 32 37 18-Jul 2 7 24 25 29 35 22-Jul 4 10 13 15 21 22 25-Jul 5 15 16 20 34 40 29-Jul 9 11 18 25 28 38 01-Aug 3 10 12 18 29 34 05-Aug 4 8 12 21 22 24 08-Aug 1 17 20 25 26 29 12-Aug 5 9 12 13 20 24

Past experience has shown that the scores of students who take a certain mathematics test are normally distributed with mean

Past experience has shown that the scores of students who take a certain mathematics test are normally distributed with mean 75 and variance 36. The Mathematics Department members would like to know whether this year’s group of 16 students is typical. They decide to test the hypothesis that this year’s students are typical against the alternative that they are not typical. When the students take the test, the average score is 82. What conclusion should be drawn?

Suppose you want to conduct a survey study or research related to your subject. “Write down its Title of your

Suppose you want to conduct a survey study or research related to your subject. “Write down its Title of your research; objectives of study; Rational of study; population of your study; sampling unit of study; Sample size; sampling technique used for study; reason for using Sampling Technique; develop a questionnaire; Make at least five hypotheses related to your study; Write the Statistical methods you want to apply; use some assumed values to test the hypotheses; discuss the result and draw the conclusion of study.”

The XYZ Corporation is interested in possible differences in days worked by salaried employees in three departments in the financial

The XYZ Corporation is interested in possible differences in days worked by salaried employees in three departments in the financial area. A survey of 23 randomly chosen employees reveals the data shown below. Because of the casual sampling methodology in this survey, the sample sizes are unequal. Research question: Are the mean annual attendance rates the same for employees in these three departments? Days Worked Last Year by 23 EmployeesDepartment Days WorkedBudgets (5 workers) 278 260 265 245 258 Payables (10 workers) 205 270 220 240 255 217 266 239 240 228Pricing (8 workers) 240 258 233 256 233 242 244 249 Click here for the Excel Data File Fill in the missing data. (Round your p-value to 4 decimal places, mean values to 1 decimal place, and other answers to 2 decimal places.) Group Mean n Std. Dev Variances Budgets ______ _____ ______ _______ Payables ______ _____ ______ _______Pricing ______ _____ ______ _______Total ______ _____ ______ _______ One-Factor ANOVASource SS df MS F p-valueTreatment ____ ___ ___ _____ _________ Error ____ ____ ____ _____ _________Total ________ ____ ____ _____ _________ Based on the given hypotheses, choose the correct option H

Q.No.6. Let’s assume the data of marks obtained by 5 students from 5 different universities in BS agriculture degree in

Religion and Theology Assignment Writing ServiceQ.No.6. Let’s assume the data of marks obtained by 5 students from 5 different universities in BS agriculture degree in 8 subjects. If all the population variances are equal. i) Test the hypothesis that all the population averages marks are equal by the 5 students. ii) Test the hypothesis that all the population averages marks are equal in all subjects. iii) Also, write assumptions according to this data.

St. Broncoville Regional Medical Center is evaluating whether to replace annual colonoscopies with a new fecal occult blood (FOB) test

St. Broncoville Regional Medical Center is evaluating whether to replace annual colonoscopies with a new fecal occult blood (FOB) test to rule out colon cancer. Colonoscopies are considered the gold standard and cost approximately $1,000 each. The new test kit takes five minutes and costs $5.00.A board composed of administrators, nurses, general health practitioner MD’s, and Gastroenterologist MD specialists met and evaluated 5,000 patient charts. These patients received first the new FOB test followed by a colonoscopy. The board found that of the 1,110 people who were truly positive for colon cancer and confirmed by the gold standard colonoscopy, the FOB test correctly identified 678 as truly positive. Of the 3,890 patients who did not have colon cancer and confirmed by the gold standard colonoscopy, the FOB test correctly identified 985 as truly negative. Develop a 2 x 2 table. 1. Calculate the Positive Predictive Value (PPV) for the new test kit [1]2. Calculate the Negative Predictive Value (NPV) for the new test kit [2]3. Calculate the sensitivity of the new test kit [3]4. Calculate the specificity of the new test kit [4]

.Let’s assume the marks of 28 student of agriculture department in subject of statistics for one section . Assume that

.Let’s assume the marks of 28 student of agriculture department in subject of statistics for one section . Assume that the marks are normally distributed. a) Test that average marks of students are at most 40. b)Now take another sample of 28 students of agriculture department in subject of statistics for another section. Assume population variance 16 for both sections and test whether the difference of mean is significant for two sections taken.c)Find 80% C.I. for difference between the average marks of students from two sections.

Let’s assume the data of marks obtained by 5 students from 5 different universities in BS agriculture degree in 8

Let’s assume the data of marks obtained by 5 students from 5 different universities in BS agriculture degree in 8 subjects. If all the population variances are equal. i) Test the hypothesis that all the population averages marks are equal by the 5 students. ii) Test the hypothesis that all the population averages marks are equal in all subjects. iii) Also, write a assumptions according to this data.

Q.No.3.Let’s assume the marks of 28 student of agriculture department in subject of statistics for one section . Assume that

Q.No.3.Let’s assume the marks of 28 student of agriculture department in subject of statistics for one section . Assume that the marks are normally distributed. a) Test that average marks of students are at most 40. b)Now take another sample of 28 students of agriculture department in subject of statistics for another section. Assume population variance 16 for both sections and test whether the difference of mean is significant for two sections taken.c)Find 80% C.I. for difference between the average marks of students from two sections.

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