299921
The recurring decimal \(1.\overline{263}\)…in a fraction form is equal to
1 \(\frac{1262}{90}\)
2 \(\frac{1262}{99}\)
3 \(\frac{1262}{999}\)
4 none ofthese
Explanation:
\(\frac{1262}{999}\) Let x= 1.263263263[we multiply it by 10001000] Here 33 digits are repeated 1000x = 1263.263263..... x = 1.263263.... \(999 \text{x}=1262\) \(=>\text{X}=\frac{1262}{999}\) The recurring decimal\(1.263\)in a fraction form is equal to \(\frac{1262}{999}\)
299921
The recurring decimal \(1.\overline{263}\)…in a fraction form is equal to
1 \(\frac{1262}{90}\)
2 \(\frac{1262}{99}\)
3 \(\frac{1262}{999}\)
4 none ofthese
Explanation:
\(\frac{1262}{999}\) Let x= 1.263263263[we multiply it by 10001000] Here 33 digits are repeated 1000x = 1263.263263..... x = 1.263263.... \(999 \text{x}=1262\) \(=>\text{X}=\frac{1262}{999}\) The recurring decimal\(1.263\)in a fraction form is equal to \(\frac{1262}{999}\)
299921
The recurring decimal \(1.\overline{263}\)…in a fraction form is equal to
1 \(\frac{1262}{90}\)
2 \(\frac{1262}{99}\)
3 \(\frac{1262}{999}\)
4 none ofthese
Explanation:
\(\frac{1262}{999}\) Let x= 1.263263263[we multiply it by 10001000] Here 33 digits are repeated 1000x = 1263.263263..... x = 1.263263.... \(999 \text{x}=1262\) \(=>\text{X}=\frac{1262}{999}\) The recurring decimal\(1.263\)in a fraction form is equal to \(\frac{1262}{999}\)
299921
The recurring decimal \(1.\overline{263}\)…in a fraction form is equal to
1 \(\frac{1262}{90}\)
2 \(\frac{1262}{99}\)
3 \(\frac{1262}{999}\)
4 none ofthese
Explanation:
\(\frac{1262}{999}\) Let x= 1.263263263[we multiply it by 10001000] Here 33 digits are repeated 1000x = 1263.263263..... x = 1.263263.... \(999 \text{x}=1262\) \(=>\text{X}=\frac{1262}{999}\) The recurring decimal\(1.263\)in a fraction form is equal to \(\frac{1262}{999}\)