Express 0.16363....... in the p/q form
where p and q are integers and q is not equal to 0
Answers
Answered by
3
Answer:
54/330
Step-by-step explanation:
let, X= 0.163636363....____(equation-1)
now,
multiply both side by 100 in LHS and RHS
so,
100x = 016.3636363....____(equation-2)
now,
subtract (equation -1) from (equation -2)
we have...,
99x = 16.2
and, X= 16.2/99
X= 162/990
now, X= 54/330
hope it will help you to understand dear....
Answered by
1
Answer:
54
Step-by-step explanation:
Let X =0.1636363....... (eq1)
multiply eq1 by 100 in both LHS & RHS
100x = 16.3636363.... (eq2)
Sub eq 1 from eq 2
100x-x= 16.363636.......- 0.1636363.......
99x = 16.2
hence the and should have come 16.2/99
But since 16.2 is a decimal, multiply numerator and denominator with 10
So we get 162
990
by lowest terms our answer is 54
330
Hope it is helpful
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