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Problem - An executive's telephone log showed the following data for the length of 30 calls initiated during a day.
4
22
12
7
3
6
21
14
13
18
24
26
9
23
5
16
11
8
• Develop a frequency distribution.
• Show your work for finding K and i
K =
i =
Min.
Frequency
but less than
Total
Suppose someone offers to pay you $100 if you draw 3 cards from a standard deck of 52 cards and all the cards are clubs. What should you pay for the chance to win
If we changed the count period to 100nS for AI and BI would this correct the anomalies in Question 1? Why or why not?
What is that "Image Segmentation" and explain photos and segment
Suppose the random variable measures the rate of return on a single investment. What is the significance of the mathematical expectation of this random variable in investment decisions?
A factory produces fuses, which are packaged in boxes of 18. Six fuses are selected at random from each box for inspection. The box is rejected if at least one of these six fuses is defective. What is the probability that a box containing nine def..
Probability Problem explained in this solution. Supose a pill exists with the property that one out of every 100 such pills contains a lethal amount of a substance, and that the other 99 are harmless. Caluclate how many people would be expected to..
CARPENTRY Mrs. Valdez can assemble a chair in 1 day and a table in 4 days. Graph the function to determine how many of each type of furniture Mrs. Valdez can assemble in 20 days. Is the function continuous or discrete? Explain.
Find the foci for the ellipse given by the equation:
suppose bob bought an suv that originally had tires with a diameter of 26 inches but then replaced them with larger
Let G={e,x,x2,x3,y,xy,x2y,x3y} with o(x)=4, o(y)=2 and xy=yx3. Then the number of elements in the center of the group G is equal to
P(t) = (x(t), y(t)), where x(t) = a + 3t and y(t) = b + 8t, a, b are constants and distances are measured in units of meters. The equations x(t), y(t) describe linear parametrized motion.
Formulate this problem to find the best combination of the two supplements to meet the minimum requirements at the least cost. Solve for the optimal solution by the simplex method.
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