Question

find the rational number (fractional form)of recurring decimal 0.3757575......

Answer 1

heyy mate!!! here's ur ans
let x= 0.3757575....---------(1)
(multiply both side by 10)
=10x =3.757575.....-----------(2)

from. equation 1
x=0.3757575.....
(multiply both side by 1000)
=1000x = 375.757575.....--------(3)

Now, subtract (2)from(3)
1000x - 10x = 375.7575... - 3.7575....
990x = 372
x = 372/990

hope it will help
mark it as brainliest if it will help h
u:-)