Is it possible for the servers in a queuing system to go physically to the calling units instead of the calling units going physically to the servers? no yes
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- Suppose a computer installation has six input/output units and four central processing units. Any input/output can be paired with any central processing unit. Find the number of ways to pair an input/output unit with a central processing unit. (a) A company employs seven people in the information and technology department ana nine in the software engineering department. A project team of five is to be formed. Find the number of ways of the team can be formed if there are three members from the information and technology department and two members from software engineering department. (b)The sultan has 100 prisoners and 100 prison guards. Today is the Sultan's birthday and he wants to release some prisoners on this occasion. He gives the following direction to his guards. The 1st guard must open all the doors. After that, the 2nd guard closes every even door (2,4,6,8..), then the 3rd guard open-closes every third door (3, 6, 9,....) depending on which one is open and which one is closed. He will open the doors that are closed and close the doors that are open. The 4th guard similarly open-closes every fourth door (4, 8, 12,...). The 5th , 6th , 7th .. and all subsequent guards will continue the same pattern, opening- closing every nth door starting with the nth door until the last guard open-closes the 100th door. The Sultan announces at the end that whoever has an open door can go free. Which prisoners are released on the Sultan's birthday?"There are eight blocks; 3 forward, 2 left, 2 right, and one blank (doesn't do anything). There are four slots that are to be filled with the blocks, and it should be filled with three forward blocks. Also, there shouldn't be a right/left block, unless they are located as the last block (after the three forward blocks). Visualization are below: [forward] [forward] [forward] [right] (Success) [forward] [left] [forward] [forward] (Fail) [forward] [forward] [right] [forward] (Fail) The two requirements for success would therefore be three forward blocks, and left/right blocks only positioned at the end. What is the probability of success in this scenario?"
- Home-tamusa.edu ← → с ||| = # A ALEKS- Jennifer Serda - Knowledge Check X + https://www-awa.aleks.com/alekscgi/x/Isl.exe/1o_u-IgNslkr7j8P3jH-IvWye8Uw4vd Yo_rXFOA-p-F50q3vrklkKAJm2kypJbHayDdLUd47YIDNCEB_ISIGE4E... ☆ * O Initial Knowledge Check A technician is working in an environmental research laboratory. In a batch of soil samples, there are 12 that contain hazardous material. There are 100 soil samples in the batch. The technician randomly picks a soil sample. Let the event A and the event B be as follows. A: The sample the technician picks contains hazardous material. B: The sample the technician picks does not contain hazardous material. Find the following probabilities. Write your answers as decimal numbers and do not round. P(A) = 13.64 P (B) = I Don't Know Type here to search Submit X n S Cuestion 26 ALEKS- Jennifer Ser... Jennifer V Español 圃 Ⓒ2022 McGraw Hill LLC. All Rights Reserved. Terms of Use | Privacy Center | Accessibility 88°F Sunny 7:58 PM 9/17/2022 □ ⠀Ameen owns an apartment building. Thirty-five apartments have a patio. Forty-one apartments have a dishwasher. Fifty-two are two- bedroom apartments. There are 13 apartments that have a dishwasher and a patio. There are 26 two-bedroom apartments with dishwashers. There are 15 two-bedroom apartments with a patio. There are 9 two bedroom apartments with a patio and a dishwasher. And there are 7 apartments that are not two bedroom and do not have a dishwasher or a patio. a. How many apartments are in the building! b. How many apartments don't have a dishwasher! c. How many apartments have a patio but are not two-bedroom d. How many two-bedroom apartments have a patio but no dishwasher e. How many apartments have a dishwasher but don't have a patio and are not two-bedroom?For example, for student ID s1243657, the 4th digital of s1243657 is “3”, therefore variable “A” is “Use interactive activities”; the 5th digital of s1243657 is “6”, therefore variable “B” is “Give a lot of assignments”; the 6th digital of s1243657 is “5”, therefore variable “C” is “Good communication skills. Student ID s12042516 as the case, the 4th digital is “4”, the 5th digital is 2, the 6th digital is 5. With the data collected, Dr Tian ran a test to see if there were significant relationships between A, B, C and satisfaction toward e-learning. I) Interpret the result and provide insightful remarks.
- 4. A car dealership has 5 minis (M), 8 convertibles (C) and 14 sedans (S) in its inventory. Throughout this problem, assume that the unordered/ordered lists cannot include duplicates. (a) An unordered list of 20 cars is a combination of 20 cars from this car dealership where the order does not matter, that is to say that if two lists include the same 20 cars they are considered to be the same unordered lists. How many unordered lists of 20 cars can be created in which no car is displayed more than once? (b) If you create an unordered list of 20 cars completely at random (that is, any car is equally likely to be picked), what is the probability that the list includes all 8 convertibles? (c) An ordered list of 4 cars is a sequence of 4 cars from this car dealership where the cars are displayed in a specific order, that is to say that two lists including the same 4 cars in a different order are considered different ordered lists. How many ordered lists of 4 cars can be created in which no…Please Help ASAP!!!!A realator uses a lock box to store keys to a house that is forsale. The access code for the lock box consists of five digits. The first digitmust be even (0,2,4,6,8), the second digit must be odd (1,3,5,7,9), and noneof the digits can be repeated. How many different codes are there available?
- 4. A traffic accident witness said that the license plate number contains the letters RLH, followed by 3 digits and the first digit being 5. If the witness does not remember the last 2 digits but is sure that the 3 digits are different, find the maximum number of car registrations the police will have to check.Phoenix is a hub for a large airline. Suppose that on a particular day, 8,000 passengers arrived in Phoenix on this airline. Phoenix was the final destination for 1,600 of these passengers. The others were all connecting to flights to other cities. On this particular day, several inbound flights were late, and 410 connecting passengers missed their connecting flight and were delayed in Phoenix. Of the 410 who were delayed, 85 were delayed overnight and had to spend the night in Phoenix. Consider the chance experiment of choosing a passenger at random from these 8,000 passengers. Calculate the following probabilities. (Round your answers to three decimal places.) (a) Calculate the probability that the selected passenger had Phoenix as a final destination. (b) Calculate the probability that the selected passenger did not have Phoenix as a final destination. (c) Calculate the probability that the selected passenger was connecting and missed the connecting flight. (d) Calculate the…A shoe has twelve eyelets. A shoelace can go through each eyelet in two different ways: one way going in/toward the shoe, and another way coming out/away from the body of the shoe through the eyelet away from the shoe. After we get the shoelace through an eyelet, we must put the shoelace through a different eyelet (in/toward or out/away from the shoe), until the shoelace passes through all twelve eyelets once, and no more than once. How many (different) ways are there to tie the shoelace to the shoe in this procedure?
