s= -8 + n, or s=n - 8, where s is the sum and n is the number
t < r
No 5/8 is not greater because if you change 3/4 to 6/8 by multiplying by 2 on both sides of the division line, changing 3/4 to eight's, it is one-eighth less than 6/8's
3/8 will never equal 5/8. But if you mean what number can you multiply 3/8 by to get 5/8, that number is about 1.666666666... (1 with infinite 6's after the decimal), or simply, 1 and 2/3.
s
The set S of all positive divisors of 8 (excluding 8 itself) is S = {1 2 4}. Because the sum of those numbers (1+2+4 = 7) is less than 8, the number 8 is what Nicomachus would call a "deficient number".
7s - 8
s-3
No 2.589 is largers because you can just add 0's to the 2.5 (2.500) its the same number. Since the 8 in 2.589 is larger than 0, thats what makes 2.589 the bigger number.
The number is 782. The sum of its digits is 7 + 8 + 2 = 17, not 26. Therefore, no such number exists that meets all the given conditions.
100,000,999
19999555
8 12's can be broken down to 2 3rds. They are not worth more or less than each other.
8 + S
S would be 8 letters less than Z, unless in this case Z is meaning something else. If so, I have no idea. But- 1.Z 2.Y 3.X 4.W 5.V 6.U 7.T 8.S Is how it would be so.
s= -8 + n, or s=n - 8, where s is the sum and n is the number
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