Grade Eight Computers

Python Notes

Copy the following code and paste it into Python (optional - but useful)

# removing the extra spaces inside the quotes
print ("I will add two numbers.")
print ()
print ("The first number =",first)
print ('The second number =',second)
print ()
print ("Their total is",total,'.')
print ()
print ('Oops - Hannah does not like that extra space!')
print ('I hope this is better.')
print ()
print ('Their total is ',total,'.',sep='') # the sep='' or sep=blank space removes the spaces inside the quotes.
# However, the programmer must now enter the extra spaces where needed when using the sep='' command.


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Prime Number Coding Assignment Help




the number entered by the user, i.e. the one we will determine if it is prime or not


Greatest Factor other than the number itself which turns out to be half of the a


The number of factors for a


An increasing number that will divide a


The quotient of a divided by the divisor


The integer of quotient – used to determine if a/divisor is a whole number


We need to remember; a prime number is divisible ONLY by 1 and itself.  The largest factor of any number other than the number itself is half of the original number.  Therefore, we need to create a loop structure that will divide the given number until we reach the halfway point.  This can be done using a structure as shown in the pseudo-code below:

  • # start of program
  • input the user number with the variable a
  • determine the greatest factor:  GF=a/2
  • we set the first factor and the initial divisor, i.e., factors=1 and divisor=1
  • the loop to search for factors begin – in this case, I will use a while loop structure
  • loop while divisor is less than or equal to GF
    • determine the quotient:  quotient=a/divisor
    • test the quotient to see if it is a whole number:  test=integer of quotient
    • if the quotient is an integer, i.e., quotient=test
      • then we increase the count of factors:  factors=factors+1
    • we then go to our next divisor:  divisor=divisor+1
  • after the loop is finished, we can determine if the user number is prime by the number of factors
  • if the number of factors is greater than 2:  factors>2
    • then the user number is not a prime
  • else (meaning if the factors less than or equal to 2)
    • the number is prime
  • # end of program

Within the loop structure, you can add print statement to display each factor found.  Some of the large numbers might take a while so you can place within the loop an “escape” after ten factors are found and tell the user that you will only display the first ten by using a module like below:

  • if the number of factors is greater than 10
    • set the divisor higher than the greatest factor:  divisor=GF+1 (nullifies the while condition)

Coding Assessment Practice Test