Convert to a Fraction 1.035353535

Math
1.035‾
Set up an equation with 1.035‾.
x=1.035‾
Create two equations where the only numbers to the right of the decimal place are the repeating part.
Multiply both sides of x=1.035‾ by 10 to create the first equation.
10x=10.35‾
Multiply both sides of x=1.035‾ by 1000 to create the second equation.
1000x=1035.35‾
Subtract 10x=10.35‾ from 1000x=1035.35‾ to remove the repeating part.
990x=1025
Divide each term by 990 and simplify.
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Divide each term in 990x=1025 by 990.
990×990=1025990
Cancel the common factor of 990.
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Cancel the common factor.
990×990=1025990
Divide x by 1.
x=1025990
x=1025990
Cancel the common factor of 1025 and 990.
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Factor 5 out of 1025.
x=5(205)990
Cancel the common factors.
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Factor 5 out of 990.
x=5⋅2055⋅198
Cancel the common factor.
x=5⋅2055⋅198
Rewrite the expression.
x=205198
x=205198
x=205198
x=205198
The fractional form is the solution to the equation.
205198
Convert to a Fraction 1.035353535

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