convert 2.37
bar in the rational form
DaIncredible:
bar in 37 ??
Answers
Answered by
9
Let x = 2.37 ( bar on 7)
x = 2.3777.......
10x = 23.777...... -----(1)
100x = 237.777..... ------(2)
On subtracting equation 1 from 2, we get
90x= 214
=> x = 214 /90
=> x = 107 / 45
Required fraction = 107 / 45
x = 2.3777.......
10x = 23.777...... -----(1)
100x = 237.777..... ------(2)
On subtracting equation 1 from 2, we get
90x= 214
=> x = 214 /90
=> x = 107 / 45
Required fraction = 107 / 45
Answered by
7
The answer is given below :
Let us consider,
x = 2.37 (bar on 7)
=> x = 2.377777777....
Now,
10x = 23.7777777....
and
100x = 237.7777777.....
Hence,
100x - 10x = 237.777777.... - 23.777777....
=> 90x = 214
=> x = 214/90
Or, x = 107/45
Hence, the required rational number be
214/90 or, 107/45
Thank you for your question.
Let us consider,
x = 2.37 (bar on 7)
=> x = 2.377777777....
Now,
10x = 23.7777777....
and
100x = 237.7777777.....
Hence,
100x - 10x = 237.777777.... - 23.777777....
=> 90x = 214
=> x = 214/90
Or, x = 107/45
Hence, the required rational number be
214/90 or, 107/45
Thank you for your question.
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