Express 0.2341 in p/q form where are bar on 341
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Answered by
53
let x=0.2341341........----------------(1)
3 digits are repeating so we multiply both sides by 1000.
1000x=0234.1341341..............------------(2)
Subtract (1) from (2), we get,
999x=233.9
x= 233.9/999
if we remove point then we get
x=2339/9990
0.2341, where bar on 341= 2339/9990
3 digits are repeating so we multiply both sides by 1000.
1000x=0234.1341341..............------------(2)
Subtract (1) from (2), we get,
999x=233.9
x= 233.9/999
if we remove point then we get
x=2339/9990
0.2341, where bar on 341= 2339/9990
Answered by
21
Answer:
let x=0.2341341........----------------(1)
3 digits are repeating so we multiply both sides by 1000.
1000x=0234.1341341..............------------(2)
Subtract (1) from (2), we get,
999x=233.9
x= 233.9/999
if we remove point then we get
x=2339/9990
0.2341, where bar on 341= 2339/9990
Step-by-step explanation:
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