Show that 0.23535353……. can be expressed in the form of p/q where p,q are Z and q ≠ 0
Answers
Answered by
17
Hey Mate,
The Simple way to solve that type of question is :
No. : 0.235353535...
= > 0.235 ( Bar on 35 bcz it's repeat again and again )
So ,
0.235 = ( 235 - 2 ) / 990
0.235 = ( 235 - 2 ) / 990= > 233 / 990
#Place the two 99 and one 0 because there is bar on two digit ( 35 ) so we have to put two 9's and there is only one digit (2) which doesn't have any bar , so we need to put a 0.
So, the P/ Q form of number 0.235353535... is 233/ 990.
Anonymous:
hey chandresh126
Similar questions