[solved] – Question 8764
input the marks for each student and store in an array called supp.the input must be validated before being stored :input are 15 27 38 2 98 42 87 92 99 13 5 72 67 2 1
my qestion is how do i determine and display the highest and lowest mark
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[solved] – Question 8765
piece of equipmenthalf-dayfull-day
1.rug cleanerR 16.00R 24.00
2.lawn mowerR 12.00R 18.00
3.paint sprayerR 20.00R 30.00
the table gives the price schedule for edddie’s equipment rental.full day rentals cost one and a half-times half day rentals.write va program that display the table in a list box when a appropriate button is clicked on display a bill in another listbox based on the item number and time period chosen by a customer.the bill should include a R30.00 deposit.A simple i wil send to you now
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[solved] – Question 8766
write a application that display a series of at least four survey question;the survey can be on any social or political topic,each question should have at least three possible numeric choice answers.at the end the survey,use a dialog box to ask whether the user wantsto
1.enter another set of responses to the same set of questions
2. quit
continue to accept the sets of responses until the user chooses to quit,and then display the results of the survey for each question indicate how many users chose the first option,second option,and so on
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[solved] – Question 8769
write vb 6 program that takes n numbers as input.it print the maximum number and its frequency (number occurrences). two sample runs of the proogram
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[solved] – Question 87695
How can I implement several polynomials in my program.
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[solved] – Question 877
I have a template to go by for writing my code for an application but not understanding what should be written first in order to see my progress.. getting errors and it won’t run to view what I have so I have no visual guidance. What is my foundation for the the frame and how do I know the size boundaries without going through trial n error?
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[solved] – Question 87774
THREE main features of Object-Oriented programming
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[solved] – Question 87814
A university computer science department has a teaching assistant (TA) who helps undergraduate students with their programming assignments during regular office hours. The TA’s office is rather small and has room for only one desk with a chair and computer. There are three chairs in the hallway outside the office where students can sit and wait if the TA is currently helping another
student. When there are no students who need help during office hours, the TA sits at the desk and takes a nap. If a student arrives during office hours and finds the TA sleeping, the student must awaken the TA to ask for help. If a student arrives and finds the TA currently helping another student, the student
sits on one of the chairs in the hallway and waits. If no chairs are available, the student will come back at a later time.
Using threads, mutex locks, and semaphore implement a solution that coordinates the activities of the TA and the students.
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[solved] – Question 87850
One of the many methods of generating values of a Poisson X random variable with parameter is as follows.
1-Generate random variables Uniforms U1, U2, …
2-Let I be the smallest index such that
Π_ (i = 1) ^ (I + 1) ▒ 〖U_ (i) <e ^ (- λ)〗
3- Do X = I-1
Make a function in Python that simulates n Poisson values with parameter using the given method.
– The number of customers arriving at a restaurant car behaves like a Poisson variable with = 25 per hour. Simulate the arrival process by time intervals of 5 minutes.
-Using the simulated data, estimate the mean and variance of the number of clients that arrive at the car service in a period of 10 minutes.
– Estimate the probability that more than 10 cars arrive in half an hour. Compare the estimate with the true result.
-If X is a Poisson with parameter . Generate 1000 values of the variable Y = (X-) / 1 / 2 for = 5,10,20,30,40 and 50 and make your histogram, what comments do you deserve?
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[solved] – Question 87852
The telephone system of a travel agency is occupied 60% of the time.
a) (4) What is the probability that if 15 people call the agency, at least 12 of them get their calls answered.
b) (6) What is the probability that if 15 people call the agency, at least 8 but no more than 11 get their calls answered.
c) (6) Find the probability of needing more than 8 attempts in total so that three people will answer their calls.
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