Write the fraction as a mixed number:
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Write the fraction as a mixed number:
To solve this problem, we'll convert the fraction into its simplest form:
Thus, the fraction as a mixed number is simply the whole number .
Write the fraction as a mixed number:
\( \frac{6}{2}= \)
Because divides evenly! When you divide 20 by 4, you get exactly 5 with no remainder. Mixed numbers only appear when there's a remainder left over.
Check if the numerator is divisible by the denominator. If 20 ÷ 4 gives no remainder, then exactly. Try: Does 4 go into 20 evenly? Yes!
Simplifying means reducing fractions to lowest terms (like ). Converting to mixed numbers means changing improper fractions to whole number plus fraction form. Sometimes, like here, the result is just a whole number!
It depends on the problem! For word problems and real-life situations, mixed numbers are usually easier to understand. For calculations and algebra, improper fractions are often more convenient to work with.
Multiply your answer by the original denominator: . This should equal the original numerator. If it matches, you're correct!
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