Show that 0.3333.... can be expressed in the form p/q, where p and Q are and
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The answer is 1/3
____________________________
__________________________
We have to convert 0.333.... into p/q
form.
_______________________________
Step by Step Explanation-:
Let x -: 0.3333333....... (1)
Then ,
10 x = 3.3333333......(2)
Now ,
Subtract (i) and (ii)
Then ,
10x - x = 3.33333..... - 0.333333.......
9x = 3.33333..... - 0.333333.......
9x = 3
X = 3/9
X = 1/3
Therefore,
0.3333... = 1/3
We had converted 0.33333.... into p/q
form where p and q are integers and not
equal to zero.
_____________________________
The answer is 1/3
____________________________
_____________________________
The answer is 1/3
____________________________
__________________________
We have to convert 0.333.... into p/q
form.
_______________________________
Step by Step Explanation-:
Let x -: 0.3333333....... (1)
Then ,
10 x = 3.3333333......(2)
Now ,
Subtract (i) and (ii)
Then ,
10x - x = 3.33333..... - 0.333333.......
9x = 3.33333..... - 0.333333.......
9x = 3
X = 3/9
X = 1/3
Therefore,
0.3333... = 1/3
We had converted 0.33333.... into p/q
form where p and q are integers and not
equal to zero.
_____________________________
The answer is 1/3
____________________________
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