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Euclid
How is ordinary fraction reduced (simplified):
30 / 48?
Reduce (simplify) ordinary fraction to lowest terms:
30 / 48 = ?
a / b = (a : gcf (a, b)) / (b : gcf (a, b))
30 / 48 =
(2 * 3 * 5) / (2
^{4}
* 3) =
((2 * 3 * 5) : (2 * 3)) / ((2
^{4}
* 3) : (2 * 3)) =
(30 : 6) / (48 : 6) =
5 / 8
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Latest ordinary fractions reduced to lowest terms (simplified)
16 / 28 = (16 : 4) / (28 : 4) =
4 / 7
Aug-26 02:45
520 / 5 = (520 : 5) / (5 : 5) =
104 / 1 =
104
Aug-26 02:45
52 / 78 = (52 : 26) / (78 : 26) =
2 / 3
Aug-26 02:44
10 / 4 = (10 : 2) / (4 : 2) =
improper fraction: 5 / 2
rewrite:
5 : 2 = 2 and remainder = 1 =>
5 / 2 =
(2 * 2 + 1) / 2 =
2 +
^{1}
/
_{2}
=
mixed fraction: 2
^{1}
/
_{2}
Aug-26 02:44
5 / 15 = (5 : 5) / (15 : 5) =
1 / 3
Aug-26 02:44
12 / 32 = (12 : 4) / (32 : 4) =
3 / 8
Aug-26 02:43
11 / 32 already reduced (simplified) to lowest terms
Aug-26 02:43
10 / 32 = (10 : 2) / (32 : 2) =
5 / 16
Aug-26 02:43
2 210 / 5 = (2 210 : 5) / (5 : 5) =
442 / 1 =
442
Aug-26 02:42
2 / 5 already reduced (simplified) to lowest terms
Aug-26 02:42
84 / 4 = (84 : 4) / (4 : 4) =
21 / 1 =
21
Aug-26 02:41
101 / 200 already reduced (simplified) to lowest terms
Aug-26 02:41
1 071 / 10 already reduced (simplified) to lowest terms
improper fraction: 1 071 / 10
rewrite:
1 071 : 10 = 107 and remainder = 1 =>
1 071 / 10 =
(107 * 10 + 1) / 10 =
107 +
^{1}
/
_{10}
=
mixed fraction: 107
^{1}
/
_{10}
Aug-26 02:41
Ordinary fractions reduced to lowest terms (simplified) by users, list