I want to solve a percentage question.
with a set of integer functions that can be used with numbers within the range of 1 to 999, I want to find out the percentages of two outcomes with regards to the following, in order to compare two sets of results, i.e. positive and negative outcomes.
So I will define the various positive and negative functions.
1. APART FROM THE DEFINITIONS BELOW, THE REST ARE THE POSITIVE NUMBERS.
2. a negative number is one that contains:
✓✓ 1 and 9 as 19 or 190 etc
✓✓ 3 and 8 including 308, etc
✓✓ 4 and 1 as 41 and 401 et ,
✓✓ 4 and 9 including 490 etc
✓✓ 6 e.g. 986
✓✓ 6 as a summation eg 402 (including the following types of summations:
✓ (1.) 870 = 8+7=15=1+5=6
✓ (2.) 970 =9 + 7= 16
✓✓ any number divisible by 6 including the following types:
✓ (1.) 120.
✓ (2.) 102
✓ (3.). 990 i.e. 990 = 9 + 9 = 18
✓ (4.) 33 i.e 3+3 = 6 or 303 =6
✓ (5.) 57 I e . 5+7 =12
✓✓ 8 and 3 including 803 etc
THANKS
with a set of integer functions that can be used with numbers within the range of 1 to 999, I want to find out the percentages of two outcomes with regards to the following, in order to compare two sets of results, i.e. positive and negative outcomes.
So I will define the various positive and negative functions.
1. APART FROM THE DEFINITIONS BELOW, THE REST ARE THE POSITIVE NUMBERS.
2. a negative number is one that contains:
✓✓ 1 and 9 as 19 or 190 etc
✓✓ 3 and 8 including 308, etc
✓✓ 4 and 1 as 41 and 401 et ,
✓✓ 4 and 9 including 490 etc
✓✓ 6 e.g. 986
✓✓ 6 as a summation eg 402 (including the following types of summations:
✓ (1.) 870 = 8+7=15=1+5=6
✓ (2.) 970 =9 + 7= 16
✓✓ any number divisible by 6 including the following types:
✓ (1.) 120.
✓ (2.) 102
✓ (3.). 990 i.e. 990 = 9 + 9 = 18
✓ (4.) 33 i.e 3+3 = 6 or 303 =6
✓ (5.) 57 I e . 5+7 =12
✓✓ 8 and 3 including 803 etc
THANKS