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A cashier at a grocery store is able to process, on average, one order of groceries in 1 minute. The bagger is, on average, able to bag an order of groceries in 1 minute. Is it possible that there'd be a time that the cashier was unable to process an order because he/she is waiting for items to be bagged? If so, describe such a circumstance.
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- An experiment with 10 participants was conducted to measure simple reaction time: the time to press a button in response to a visual stimulus (a light). This was a pilot study, so only five participants were tested. The reaction times in milliseconds for the five participants over 10 trials are shown below. Trial Susan Abdul Krisha Sam Sara T1 326 311 242 270 447 T2 395 256 184 492 429 T3 383 280 432 377 452 T4 337 344 454 315 556 T5 463 345 304 368 483 T6 194 287 385 302 307 T7 303 290 225 184 442 T8 235 266 425 483 319 T9 180 134 371 269 493 T10 484 265 293 312 375A company hires out tools and equipment to customers and requires a computerized system to record details of bookings. The customer appears at the reception desk and ask if there is an item available for immediate hire. When dealing with a booking or allocating an available item to a customer, the receptionist has to check whether the customer has previously hired equipment from the company or is a new customer. For a new customer, the receptionist has to enter the customer's details. Otherwise, the receptionist has to retrieve the existing customer's record and update any details if necessary. If the item is available then the customer can get it, otherwise, the receptionist might suggest other alternatives. If the alternative is accepted, then the receptionist allocates the tool and updated the customer record. Draw an activity diagram that models the data processing of hiring.A group of researchers conducted a study to investigate the effectiveness of a new teaching method for a particular subject. They randomly assigned 100 students to two groups: one group received the new teaching method, and the other group received the traditional teaching method. At the end of the semester, they measured the students' performance on a standardized test. The researchers found that the mean score for the group that received the new teaching method was higher than the mean score for the group that received the traditional teaching method. How can the researchers test the hypothesis that the new teaching method is more effective than the traditional teaching method? What statistical test should they use?
- Correct answer will be upvoted else downvoted. Computer science. explorer might want to visit however many urban communities of this nation as could be expected under the circumstances. At first, they will pick some city to begin their excursion from. Every day, the explorer should go from the city where they presently are to an adjoining city utilizing one of the streets, and they can come a street provided that it is coordinated a similar way they are heading; i. e., if a street is guided from city I to the city i+1, it is feasible to make a trip from I to i+1, yet not from i+1 to I. After the voyager moves to an adjoining city, all streets shift their bearings to the contrary ones. On the off chance that the explorer can't go from their present city to an adjoining city, their excursion closes; it is likewise conceivable to end the excursion at whatever point the voyager needs to. The objective of the explorer is to visit whatever number various urban areas as would be prudent…An experiment is performed and four events (A, B, C, and D) are defined over the set of all possible outcomes. Use the table below to select the pair of events that are independent: P(A) = 1/6 p(A/B) = 1/6 P(B) = 1/3 p(A/D) = 1/3 P(C) = 1/6 p(C/B) = 1/4 P(D) = 1/3 p(C/D) = 1/3DISCRETE STRUCTURE Eight people attend a meeting together and sit in a row with exactly eight seats that have passage for walking at both ends. i. How many ways they all can be seated together in the row? ii. Suppose there is one security guard from the eight person that must sit at the end of the row in case of emergency. How many ways can they all sit together in the row with the security guard sits at the end of the row? iii. Suppose the eight people consist of four married couples. Each of them wants to sit together with wife on the left. How many ways can the eight people be seated together in the row?
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- Find two cases in the media (internet, TV, etc.) of a person (organization, etc.) attempting to describe and example of the process of Darwinian evolution but is incorrectly describing the evolution process using a Lamarckian approach to evolution. Give the following information for both cases: Source (Where you found it) In what ways are they mistakenly claiming that the evolutionary process is an example of Darwinian evolution? How do you know that they are really describing evolution through a Lamarckian process, not a Darwinian process? Case 1: Case 2:solve with Matlab Assignment vs. Equals is important in loops. An assignment is a = b and means assign value b to variable a. The equals operator is ab results in 1 or yes if they are equal, 0 or no if they are not. The final type of loop is a WHILE loop. It requires that a series of operations occur while the condition applied to a specified variable is correct. The example syntax is: i=10; while i>5 i-i-1 end Practice Problem: Given the matrix: M-[1 1; 1 3;]; Use loops to determine how many of the entries are greater than 1 and the location of all qualifying entries (the corresponding row and column).As we've previously seen, equations describing situations often contain uncertain parameters, that is, parameters that aren't necessarily a single value but instead are associated with a probability distribution function. When more than one of the variables is unknown, the outcome is difficult to visualize. A common way to overcome this difficulty is to simulate the scenario many times and count the number of times different ranges of outcomes occur. One such popular simulation is called a Monte Carlo Simulation. In this problem-solving exercise you will develop a program that will perform a Monte Carlo simulation on a simple profit function. Consider the following total profit function: PT=nPv Where Pr is the total profit, n is the number of vehicles sold and P, is the profit per vehicle. PART A Compute 5 iterations of a Monte Carlo simulation given the following information: n follows a uniform distribution with minimum of 1 and maximum 10 P, follows a normal distribution with a mean…