show that 0.3333...........can be expressed in the form p and q are integers and q is not equal to be 0.
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let x = 0.3333.... - eq. 1
since 1 digit is repeating
multiply both sides by 10
10x = 3.3333...- eq. 2
subtracting eq. 1 from eq. 2
10x -x = 3.3333.. - 0.333...
9x= 3
x =3/9
x = 1/3
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