123, like any integer, can be written as a fraction in simplest form by putting it over 1. 12/3 = 4
Just carry out the division, and see if you get an integer! Also, all numbers that are divisible by 5 end with 0 or with 5.
For three consecutive odd integers to have the sum 123, the equation N + N+2 + N+4 = 123 must be solvable with N being an odd integer.N + N+2 + N+4 = 1233N + 6 = 1233N = 117N = 39Since 39 is an odd integer, the solution is 39, 41, and 43.If N were even, or if N resolved to a non-integer, then the problem would have been incorrectly stated and unsolvable.
.246= 246/1000= 123/500 Since 123/500 cannot be reduced, that is your answer.
It is: 123+123 = 246
123, like any integer, can be written as a fraction in simplest form by putting it over 1. 12/3 = 4
Algebraically. X = integer. X + (X + 1) + (X + 2) = - 123 3X + 3 = - 123 3X = - 126 X = - 42 X + 1 = - 41 X + 2 = - 40 - 42 + - 42 + - 40 = -123 =======
The first ten positive integer multiples of 123 are: 1 x 123 = 123 2 x 123 = 246 3 x 123 = 369 4 x 123 = 492 5 x 123 = 615 6 x 123 = 738 7 x 123 = 861 8 x 123 = 984 9 x 123 = 1107 10 x 123 = 1230
To get multiples of 123, just calculate: 123 x 0 123 x 1 123 x 2 etc. Also: 123 x (-1) 123 x (-2) etc.
The positive integer factors of 615 are: 1, 3, 5, 15, 41, 123, 205, 615
246 is an integer and not a fraction. However, if you had to express it as a fraction, you could use 246/1.
Just carry out the division, and see if you get an integer! Also, all numbers that are divisible by 5 end with 0 or with 5.
For three consecutive odd integers to have the sum 123, the equation N + N+2 + N+4 = 123 must be solvable with N being an odd integer.N + N+2 + N+4 = 1233N + 6 = 1233N = 117N = 39Since 39 is an odd integer, the solution is 39, 41, and 43.If N were even, or if N resolved to a non-integer, then the problem would have been incorrectly stated and unsolvable.
the answer is 1 2 3 4 5 6 7 8 9 10 20 30 94 654 59 454 54 13 76
123 can be written as a fraction: 123= 123/1
abc = a*100 + b*10 + c
.246= 246/1000= 123/500 Since 123/500 cannot be reduced, that is your answer.