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As a PR practitioner of a company ,you are tasked to draft description of your organisation.The description must include the following:




1. The name of an organisation(come up with a fictious organisation of your choice)




2. List the objectives of your organisation




3. The type of organisation whether it is a profit and non-profit organasation




4. You have been tasked to lead the coordinating team of your organisation in its renewal program.Identify and explain six basic coordinating mechanisms you will use to coordinate your renewal program

A program is usually not limited to a linear sequence of instructions. During its process it may bifurcate, repeat code or take decisions. For that purpose, C++ provides control structures that serve to specify what has to be done by our program, when and under which circumstances.


(a) What are the differences between a while loop and a do-while loop?


(4 marks)



(b) Convert the while loop in Program 4 to: i. do-while loop.


ii. for loop.


(3 marks) (3 marks)


(c) Develop a program that asks the user to enter an integer. If the user enters integer 1, then the program will display "Got 1" on the screen. If the user enters integer 66, then the program will display "Got 66" on the screen. . If the user enters integer 99, then the program will display "Got 99" on the screen. If the user enters an integer other than these three numbers, the program will display "Got something else" on the screen. You are required to switch structure.

Minimal Absolute Difference

There are N pyramids in a line.You are given their heights as a list of integers.Write a program to find the minimum absolute difference between the heights of any two different pyramids.


Input

The input is a single line containing space-separated integers.


Output

The output should be a single line containing the minimum absolute difference of any two different pyramid heights.


Explaanation

Given Pyramid heights are 7 1 5.

The absolute difference between the heights of any two different pyramids are



Define the following



(iii)Discuss the oxidation reaction of methane.



(i)Energy of activation in relation to methane



(ii)Heat of combustion



(iv)Discuss free radical reaction mechanism in methane chlorination as an example of



substitution reactions of alkanes

you are given an m*n matrix.write a program to compute the perimeter of the matrix and print the result.perimeter of a matrix is defined as the sum of all elements of the four edges of the matrix



m = no of rows



n = no of columns



Ex: [1 2 3 4



5 6 7 8



9 10 11 12]



Perimeter : 1+2+3+4+8+12+11+10+9+5 = 65



Note: take input from the user.

How does a learner's practices in relation to physical setting contribute to teachers practices daily?

Additional information as at 31 December 2021:

  1. Closing inventories is RM12,500.
  2. Wages and salaries accrued amount to RM700.
  3. Rent prepaid amounts to RM300.
  4. Bank loan interest of 10 per cent per annum is outstanding.
  5. Provision for doubtful debt for account receivables of 2 per cent is to be made.
  6. Depreciation is to be charged at 2 per cent of cost on the premises and 10 per cent of cost on the plant.

You are required to prepare the following for G-Mart Sdn. Bhd.:

  1. The journals for adjusting entries of additional information ii, iii, iv and v. (8 marks)
  2. Statement of Comprehensive Income for the year ended 31 December 2021. (10 marks)
  3. Statement of Financial Position as at 31 December 2021. (12 marks)

(A) A company's total revenues (in millions of dollars) t years from

now are predicted by R(t). Briefly explain what R(8) = 126.60

and R' (8) = 25.30 mean in the context of this question.


Lindiwe de ides that she would like to buy her daughter, Mbali, a ar when she turns 21 in six years' time. She deposits R6 000 ea h month into an a ount earning 8,94% interest per year, ompounded monthly. The amount that Lindiwe (rounded to the nearest rand) will have available six years from now is [1℄ R432 000. [2℄ R335 896. [3℄ R573 187. [4℄ R568 948


A machine is purchased which will produce earning of Rs.

1000 per year while it lasts. The machine costs Rs. 6000 and

will have a salvage of Rs. 2000 when it is condemned. If 12

percent per year can be earned on alternate investments

what would be the minimum life of the machine to make it a

more attractive investment compared to alternative

investment?


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