partofproject.tasks

☐ Perfect Integers @created(18-01-31 18:21) @due(18-02-01 18:32)
        a positive integer (n > 0) that is equal to the sum of it's proper divisors
        divisors of 6 /= 1,2,3 
        6 is Perfect Int because 1 + 2 + 3 == 6

        1.) gather the user #
        2.) Check whether # is perfect integer or not
          a.) If so, tell that it is. Probably show the integers used to determine that it is a perfect integer
          b.) If not, tell that it is not. Probably show the integers used to determine that it is not a perfect integer

        How to decide that it is a perf. integer
          while i is less than n (this will run until i >= n is true)
            if n modulo i equals 0 then
              sum += i
            else
              discard
          if sum is equal to n
            n is perfect number
          else
            n is not perfect number
      ☐ Find Slope + Intercept of line when given two points @created(18-01-31 18:21) @due(18-02-01 18:32)
        Pretty simple
        1.) gather the user's two points (±x1,±y1) -- (±x2,±y2) 
        2.) equation for slope is (y2 - y1)/(x2-x1)
        3.) finding the y intercept (the 'b' in y=mx+b) is simple
          a.) the slope is m in y=mx+b
          b.) solve for b, so b = -(mx) + y
          c.) for x,y take xn, yn where n is one of the two points
          d.) solve for b

        EXAMPLE (Done in SpeedCrunch)
          x1
          = 23

          y1
          = −7

          x2
          = 2

          y2
          = 9

          m = (y2−y1)/(x2−x1)
          = −0.76190476190476190476

          b = −(m×x1) + y1
          = 10.52380952380952380952

          b = −(m×x2) + y2
          = 10.52380952380952380952