express this no. in the form p/q , where q is not equal to 0
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Answers
Answered by
17
Hello dear friend .
Ur answer is here
________________________
Question is given here .
2.015 ( bar on 15 )
SOL.
let : x = 2.015 (bar on 15 ) .......= 2.0151515........(1)
since Two digit is repeating,
therefore we multiply both sides by 100.
100x = 201.01515............(2)
subtract from (2) from (1), we get
100x - x = 201.0151515....- 2.0151515...
99x = 198
x = 198/99
_______________________
Hope it's helps you.
…………<<☺☺>>
Ur answer is here
________________________
Question is given here .
2.015 ( bar on 15 )
SOL.
let : x = 2.015 (bar on 15 ) .......= 2.0151515........(1)
since Two digit is repeating,
therefore we multiply both sides by 100.
100x = 201.01515............(2)
subtract from (2) from (1), we get
100x - x = 201.0151515....- 2.0151515...
99x = 198
x = 198/99
_______________________
Hope it's helps you.
…………<<☺☺>>
abhi569:
Sorry to say. But ur answer is incorrect
Answered by
5
Let x = 2.015 (bar on 15)
==================
Multiply by 10 on both sides,
10× x = 10× 2.015 (bar on 15)
=> 10x = 20.15 bar
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As there are two (1 and 5) numbers under bar, multiply by 100 on both sides,
=> 100×10x = 100× 20.15 bar
=> 1000x = 2015.15
Then, subtract 10x from both sides,
1000x = 2015.15 bar
-10x = -20.15 bar
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990x = 1995 [bar cancel]
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x = 1995/990
2.015 bar = 1995/990
I hope this will help you
-by ABHAY
==================
Multiply by 10 on both sides,
10× x = 10× 2.015 (bar on 15)
=> 10x = 20.15 bar
----------------------
As there are two (1 and 5) numbers under bar, multiply by 100 on both sides,
=> 100×10x = 100× 20.15 bar
=> 1000x = 2015.15
Then, subtract 10x from both sides,
1000x = 2015.15 bar
-10x = -20.15 bar
_________________
990x = 1995 [bar cancel]
_________________
x = 1995/990
2.015 bar = 1995/990
I hope this will help you
-by ABHAY
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