Simplify complex fractions

Fractions whose numerators and/or denominators contain fractions are called complex fractions

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QUESTION OF
Views #: 451
Questions #: 6
Time: 5 minutes
Pass Score: 80.0%
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A complex fraction is a fraction which has a fraction only in the numerator

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To simplify a complex fraction means to express it as a fraction in a simplified form

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Steps to simplify a complex fraction

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Perform the indicated division by multiplying the numerator of the complex fraction by the reciprocal of the denominator
Add or subtract in the numerator and/or denominator so that the numerator is a single fraction and the denominator is a single fraction
Simplify the result, if possible
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Simplify

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$\LARGE{\frac{\frac14}{\frac25}}$

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Simplify

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$\LARGE{\frac{-\frac14 + \frac25}{\frac12 - \frac45}}$

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Simplify

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$\large{\frac{7 - \frac23}{4\frac56}}$

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0
sin cos tan
sin-1 cos-1 tan-1 π e
xy x3 x2 ex 10x
y√x 3√x √x ln log
( ) 1/x % n!
7 8 9 + MS
4 5 6 – M+
1 2 3 × M-
0 . EXP ÷ MR
± RND C = MC
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Year 8