The factors of space 1, 2, 3, 4, 6, 7, 9, 12, 14, 18, 21, 28, 36, 42, 63, 84, 126,
The means to calculate the factors of is together follows. First, every number is divisible by itself and 1. Shot 1. 1 x =, so placed these right into our variable list.

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Take 2. 2 x 126 =, which means we include these come our element list.
Now take it 3. 3 x 84 =, so currently we placed these in our list of factors.
Next try 4. 4 x 63 =, so we add these come our perform of factors.
Now shot 5... Nope! isn"t a entirety number. So we skip 5.Try 6. 6 x 42 =, which method we add these to our variable list.
Take 7. 7 x 36 =, so currently we put these in our perform of factors.
Now take it 8... No luck. isn"t a whole number. So us skip 8.Next shot 9. 9 x 28 =, so placed these into our variable list.
Now try 10... No good. isn"t a totality number. So us skip 10.Try 11... No. isn"t a entirety number. So we skip 11.Take 12. 12 x 21 =, so we add these to our list of factors.

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Now take it 13... Nope! isn"t a totality number. So we skip 13.Next try 14. 14 x 18 =, which method we add these come our factor list.
Now shot 15... No. isn"t a totality number. So us skip 15.Try 16... No luck. isn"t a totality number. So we skip 16.Now, due to the fact that we don"t have any much more numbers to try, we"re done!

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Need help finding the factors of It"s easy! here you go: the determinants of space 1, 2, 3, 4, 6, 7, 9, 12, 14...Randy Tayler | randytayler