# Cs604 Midterm Solved Mcqs By Moaaz

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**Repetition structure (loop):**

In our daily life, most things are repeated. Days and nights repeat 30 times per month. Four seasons alternate each year. We can see a similar phenomenon in practical life.

For example, in the payroll system, some procedures are the same for all employees. These are repeatedly applied in negotiations with employees.

So repetition is a very useful structure in programming. Let’s discuss the issue to understand it thoroughly. We need to calculate the sum of the first 10 integers, i.e.

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A symbol that is designed looks like the processing option it represents. B205 Control Console (1960) Impressive and interactive 3D environment Introduction to VU computer graphics If you want to download Cs604 Midterm Solved Mcqs By Moaaz then click the below link. The advantage is that we get errors as we go and it is very easy to fix them.

sum the numbers from 1 to 10. The following statement can be one way to do this. cout << “The sum of the first 10 numbers is = ” << 1 + 2 + 3 + 4 + 5 + 6 + 7 + 8 + 9 + 10;

This method is perfectly fine because the syntax is correct. The answer is also correct. This procedure can also be used when calculating the sum of numbers from 1 to 100.

- We can write the above statement by adding all the digits from 1 to 100. However, this method will not be suitable for calculating the sum of numbers from 1 to 1000.
- 1.2 Role of HCI This is where the role of HCI comes into play. If you want to download Cs604 Midterm Solved Mcqs By Moaaz then click the below link. For example, if someone asks you, “What time is it?”, “Time please?” or just “Time?” you still understand that it is asking for the time, but the computer is different.
- Adding a very large number of digits will have resulting in a very ugly and boring statement. Let’s analyze it carefully. Our first integer is 1, is there any other way to find out what the next integer is? Yes, we can add 1 to a whole number and get another whole number which is 2.

To find the next whole number (ie 3) we add 1 to the previous whole number (ie 2) and get another whole number which is 3. So whenever we need to find the next integer, we need to add 1 to the previous integer.