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The shielded proton requiring a external magnetic field of PMR signal is said to be absord upfield

Make a C++ program that will input a number and display the sum of the numbers from 1 to the input number using do while loop.


The student detail of mark statement of one array to be copied into another array. The order of mark statement of second array should be opposite to those of first array. Write a C program to copy one array into another array using pointers.



Sample Testcase


Input :


5


15


25


35


45


55


Output :


55


45


35


25


15

Each student would have to output the assigned Character using Java or C++ and make it rotate in 360 degrees clockwise

Tri-pak Packaging produces cardboard boxes that are sold in bundles of 1000 boxes. The market is highly competitive, with boxes currently selling for R100 per thousand. Tri-pak’s total and marginal cost curves are:

TC = 3,000,000 + 0.001Q2

MC = 0.002Q

where Q is measured in thousand box bundles per year. a) Calculate Tri-pak's profit maximizing quantity. Is the firm earning a profit? [6] b) Analyse Tri-pak's position in terms of the shutdown condition. Should Tri-pak operate or shut down in the short-run? [4


Four coins are tossed, Let H represent the head and T represent the tail. Let Y be the random variable representing the number of tails that occur. List all the possible outcomes and the corresponding values of the random variable Y

The cost of producing 60 small fiberglass sailboats per year, and the cost of producing sails and fittings necessary to make the boats seaworthy in a single plant, are together R780,000. If produced in separate plants, the boats would cost R540,000, and the sails and fittings would cost R180,000. From this information, what can be learned about (1) economies of scale and (2) economies of scope in the production of sailboats, sails, and fittings? Perform any necessary calculations and explain. [3


Four coin are tossed, let Z be the random variable representing the number of heads that turn up.find the value s of the random variable Z.

Janice has decided to upgrade her security system at home. She hears that ADT offers more technologically advanced alarms than its competitor Beyers and at a lower subscription price. After speaking to her friends, she discovers that they all use Beyers. They agree that ADT’s alarm is more appealing but state that the add-on service and patrols provided by Beyers served as a drawcard. Janice thus chooses Beyers. Can you explain her decision? [3] 


The probabilities of machine manufacturing 0,1,2,3,4 and 5 defective parts in one day are 0.75,0.17,0.04,0.025,0.01 and 0.05 respectively. Find the mean of the probability Distribution

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