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Question: A game consists of choosing and listing, in order, three numbers from the integers 1, 2... 20.
(a) How many different choices are there?
(b) What percentage of these begins with the number 4? Would this answer change if the first number is 17 instead of 4?
(c) What percentage of these choices ends with the number 9? Would this number be the same if the last number were 11 instead of 9?
(d) How many choices are there if the first number must be 3 and the last number 15?
Determine whether the following disputes are verbal, factual, or some combination of the two. If verbal, discuss whether the dispute arises from vagueness or ambiguity.
Let C be the curve which is the union of two line segments, the first going from (0, 0) to (-1, 2) and the second going from (-1, 2) to (-2, 0)
Write a 2 page minimum 500 word paper on the question below. Use at least one biblical example in your answer. Use proper citations. What are the steps in the recruitment/staffing process?
sams employer deducts 20 in payroll and state taxes from his base salary before writing his paycheck. sams monthly
If a student scored 74 points on a test where the mean score was 80 and the standard deviation was 6. What was the student's z-score?
Jason, a visually impaired employee of Melony Inc., believes that his workplace has given him independence and self-confidence, thereby increasing his morale. Which of the following has been exemplified by Melony in this scenario?
The center lines for the -chart and R-chart are set at 35.25 cm and 1.08 cm, respectively. What is the value of Cp for this process?
How would an OD practitioner attempt to change an organization's culture? Under what conditions are transformational changes necessary?
Evaluate the exact value of the trigonometric functions - Use common trigonometric identities for the functions given to find the indicated trigonometric functions.
Will Investment A or a simple interest account paying 8.5% p.a. earn more money? Explain and How much will the Investment A be worth after 4 years - how much longer would Joe keep the old computer if the rate of depreciation were 16%?
Let F be the face of optimal solutions of the linear program max{cx: x ∈ P}, where P={x∈Rn:Ax≤b}. Let MF= be the equality set of F and let u* be any optimal solution of the dual linear program. Show that ui*=0 if i∉MF=.
Thirty-eight percent of hospital admissions for diabetic patients are related to problems with the kidneys. In a sample of 10 diabetic hospital admissions, calculate the mean and standard deviation of diabetic patients with kidney problems.
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