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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)
151 / 6 already reduced (simplified) to lowest terms
improper fraction: 151 / 6
rewrite:
151 : 6 = 25 and remainder = 1 =>
151 / 6 =
(25 * 6 + 1) / 6 =
25 +
^{1}
/
_{6}
=
mixed fraction: 25
^{1}
/
_{6}
Oct-05 07:01
23 / 21 already reduced (simplified) to lowest terms
improper fraction: 23 / 21
rewrite:
23 : 21 = 1 and remainder = 2 =>
23 / 21 =
(1 * 21 + 2) / 21 =
1 +
^{2}
/
_{21}
=
mixed fraction: 1
^{2}
/
_{21}
Oct-05 07:01
20 / 37 already reduced (simplified) to lowest terms
Oct-05 07:01
72 / 180 = (72 : 36) / (180 : 36) =
2 / 5
Oct-05 07:00
16 / 144 = (16 : 16) / (144 : 16) =
1 / 9
Oct-05 07:00
9 405 / 6 720 = (9 405 : 15) / (6 720 : 15) =
improper fraction: 627 / 448
rewrite:
627 : 448 = 1 and remainder = 179 =>
627 / 448 =
(1 * 448 + 179) / 448 =
1 +
^{179}
/
_{448}
=
mixed fraction: 1
^{179}
/
_{448}
Oct-05 06:59
7 / 35 = (7 : 7) / (35 : 7) =
1 / 5
Oct-05 06:58
7 / 28 = (7 : 7) / (28 : 7) =
1 / 4
Oct-05 06:56
1 320 / 715 = (1 320 : 55) / (715 : 55) =
improper fraction: 24 / 13
rewrite:
24 : 13 = 1 and remainder = 11 =>
24 / 13 =
(1 * 13 + 11) / 13 =
1 +
^{11}
/
_{13}
=
mixed fraction: 1
^{11}
/
_{13}
Oct-05 06:54
925 / 1 000 = (925 : 25) / (1 000 : 25) =
37 / 40
Oct-05 06:53
108 / 180 = (108 : 36) / (180 : 36) =
3 / 5
Oct-05 06:52
24 / 8 = (24 : 8) / (8 : 8) =
3 / 1 =
3
Oct-05 06:50
12 / 8 = (12 : 4) / (8 : 4) =
improper fraction: 3 / 2
rewrite:
3 : 2 = 1 and remainder = 1 =>
3 / 2 =
(1 * 2 + 1) / 2 =
1 +
^{1}
/
_{2}
=
mixed fraction: 1
^{1}
/
_{2}
Oct-05 06:49
Ordinary fractions reduced to lowest terms (simplified) by users, list