express 0.235 with bar on35 express in form p/q
Answers
Answered by
37
Hey mate!!!!!
Here is the trick
Since 35 is repeating, and one digit that is 2 is not repeating so write 235 as 990
now subtract the digit that is not repeating
so we have
This is the answer
Hope it helps dear friend ☺️✌️✌️
Here is the trick
Since 35 is repeating, and one digit that is 2 is not repeating so write 235 as 990
now subtract the digit that is not repeating
so we have
This is the answer
Hope it helps dear friend ☺️✌️✌️
amarsit:
thanks a lot bro
Answered by
15
Hello friend
Good evening
We have to write 0.2353535... in the form of p/q
Let x be = 0.2353535... ---------(1)
Multiplying both sides by 100 since 2 numbers are repeating.
100 × x = 100 × 0.2353535...
100x = 23.535353... ---------(2)
Subtract equation (1) from equation (2)
100x - x = 23.535353... - 0.2353535...
99x = 23.3
x = 23.3/99
Hence, 0.2353535... = 23.3/99
I hope it will help you..
Good evening
We have to write 0.2353535... in the form of p/q
Let x be = 0.2353535... ---------(1)
Multiplying both sides by 100 since 2 numbers are repeating.
100 × x = 100 × 0.2353535...
100x = 23.535353... ---------(2)
Subtract equation (1) from equation (2)
100x - x = 23.535353... - 0.2353535...
99x = 23.3
x = 23.3/99
Hence, 0.2353535... = 23.3/99
I hope it will help you..
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