To simplify a fraction like this you need to identify any common factors between top and bottom. In this case, both are even, so we can divide by 2. Doing this gives 462/1596. These are still both even, so we can divide by 2 again, giving 231/798. Both of these have a digit sum that can divide by 3, so we can divide top and bottom by 3. Doing this gives 77/266. Both top and bottom can divide by 7. Doing this gives 11/38. There are no more common factors, and so we've reached the fraction's simplest form.
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924 / 3192
Since both numbers are even they will cancel down by '2'
Hence
462 / 1596
Cancel down again by '2'
231 / 798
Cancel down by '3'
77 / 266
Cancel down '7'
11/38
This will not cancel down any further as '11' is a Prime number, and NOT a factor of '38'.
NB When simplifying any fraction 'cancel down by the prime numbers, 2,3,5.7, 11, 13, etc.,
To express 924 in its simplest form, we can factor it into its prime components. The prime factorization of 924 is (2^2 \times 3 \times 7 \times 11). Since 924 is already a whole number and not a fraction, it is in its simplest form as an integer. If you're referring to simplifying a fraction that has 924 as the numerator, please provide the denominator for further clarification.
.924 = 0 + (9/10) + (2/100) + (4/1000)
25% of 924= 25% * 924= 0.25 * 924= 231
5% of 924 = 5% * 924 = 0.05 * 924 = 46.2
LCD(7, 11, 12) = 924