I'm not too sure that I understand exactly what you mean by 'add a square'...?! Thus, I will attempt to answer the question using multiple different ways; hoping that, least, 'one' of these answers might be right...
==>
CLS
PRINT "PROGRAM: Twelve Times Tables Number Square"
FOR intTimes% = 1 TO 12
FOR intTables% = 1 TO 12
sum% = intTimes% * intTables%
noOfSpaces% = 0
IF LEN(STR$(sum%)) = 2 THEN noOfSpaces% = 2
IF LEN(STR$(sum%)) = 3 THEN noOfSpaces% = 1
PRINT sum%; SPC(noOfSpaces%);
NEXT
NEXT
END
<==
...QBASIC Code/End.
You need a code that can run to print even numbers between 10 and 100 using the qbasic command.
the two types of data used in Qbasic is numeric data and alpha numeric data.
Cls input "enter two no.s ",a,b sum=a+b print "sum = ";sum end
you do this 10 print "0112358132134" use the whole of the thing
There is no shortcut key of input in qbasic
CLS FOR eachNum%=1 TO 10 STEP 2 PRINT eachNum% NEXT
Statement numbers were a feature of BASIC, and while QBASIC supports them, they are by no means necessary.
-- Think of a name for the sum, like 'S'.-- Tell qbasic what 'S' is the sum of.S = 41 + 61 + 2 + 84 + 136-- If you want to see it on the screen, thenPRINT Sand the sum pops up. It looks like this on the screen:324
8
You use the relevant formula.
To print even numbers in a loop in QBasic, you can use a FOR loop to iterate through a range of numbers and check if each number is even. An even number can be identified using the modulus operator (MOD). Here's a simple example: FOR i = 1 TO 20 IF i MOD 2 = 0 THEN PRINT i END IF NEXT i This code will print all even numbers from 1 to 20.
You need a code that can run to print even numbers between 10 and 100 using the qbasic command.
you add the numbers together than divide that by 2, after that you add how many numbers there are then subtract 2
If there are 2 numbers as the median, you find the mean of those 2 numbers. (add both numbers and divide by 2)
the two types of data used in Qbasic is numeric data and alpha numeric data.
There are no two real numbers that do. Using complex numbers, these two do: (-3/2 + i√151/2) & (-3/2 - i√151/2) Two numbers that add to -3 and multiply to -40 are -8 & 5 Two numbers that add to 3 and multiply to -40 are 8 & -5 Two complex numbers that add to 3 and multiply to 40 are (3/2 + i√151/2) & (3/2 - i√151/2)
Most computer languages use the asterisk, "*", for multiplication.