Express 3.127 (27) bar in p/q form
Answers
Answered by
5
hii!!
here's Ur answer...
given 3.1272727...
we have to rationalise it.
let x be = 3.127272727... --------(1)
multiplying both sides by 100 as two numbers are repeating.
100 × x = 100 × 3.127272727...
100x = 312.7272727... --------(2)
subtract equation (1) from equation (2)
100x - x = 312.727272727... - 3.227272727...
99x = 309.6
x = 309.6/99
hope this helps..!!
here's Ur answer...
given 3.1272727...
we have to rationalise it.
let x be = 3.127272727... --------(1)
multiplying both sides by 100 as two numbers are repeating.
100 × x = 100 × 3.127272727...
100x = 312.7272727... --------(2)
subtract equation (1) from equation (2)
100x - x = 312.727272727... - 3.227272727...
99x = 309.6
x = 309.6/99
hope this helps..!!
siddhartharao77:
:-)
Answered by
2
Let x=3.1272727.... ---(1)
Multiply both sides by 100
100x = 312.727272..... --(2)
Sub.(1)from (2)
We get,
99x = 3096/990
Multiply both sides by 100
100x = 312.727272..... --(2)
Sub.(1)from (2)
We get,
99x = 3096/990
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