.Show that 1.27272727....... can be expressed in the form of p/q , where p and q are
integers and q is not = 0 .
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Answer:
1.272727......,
Let x=1.272727...----(1)
periodicity=2
so, multiply with 100 on both sides
100x=1.272727......x100
100x=127.272727...-----(2)
(2)-(1)
100x=127.272727.....
x= 1.272727....
-----------------------------6
99x=126.000000...
99x=126
x=126/99
x=14/11
Therefore, 1.2727...in the p/q form is 14/11
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