Complex Fraction Solver

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Complex fraction solver is a useful tool that helps to convert a complex fraction into simplified form of fraction.
Complex fraction is a fraction in which both numerator and denominator or either one contains a fraction. The complex fraction may contain fractional expression or just a fraction. There are 2 methods to solve complex fractions. One is finding common denominator for each expression and simplifying. The 2nd is to find common fraction that we multiply with all the terms to simplify. This tool complex fraction solver is also an online calculator that intakes complex fraction and converts them into simple fractions.

Example 1: Simplify by complex fraction solver

(4 + 1/x)

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3 + (2/x^2)

Solution: We will simplify numerator 1st ; 4 + 1/x = (4x+1)/ x

(Now simplify denominator) 3 + (2 / x^2) = (3x^2 + 2) / x^2

Now inverse the denominator fraction and multiply numerator and denominator we get,

((4x + 1) /x) (x^2 / (3x^2 + 2))

(4x+1 ) x

= -------------- = (4x^2 + x) / (3x^2 + 2)

3x^2 + 2

Example 2: Simplify by complex fraction solver

1 + 18/1 divided by 15/4

Solution: We have 1 + 18/1 divided by 15/4, so we can inverse the denominator and then multiply

the 2 fractions

(1 + 18/1) x 4/15 (we simplify 1 + 18/1, we get 19/1)

19/1 x 4/15

(19 x 4)/(3x5)

76 / 15

76 /15

The final answer will be 76/15.