Mixed number and fraction greater than 1 - Examples, Exercises and Solutions

How do you convert a mixed number to a fraction?

The integer is multiplied by the denominator. The obtained product is then added to the numerator. The final result is placed as the new numerator.
Nothing is changed in the denominator.
A fraction greater than 11 is a fraction whose numerator is larger than the denominator.

Practice Mixed number and fraction greater than 1

Exercise #1

Write the fraction as a mixed number:

107= \frac{10}{7}=

Video Solution

Answer

137 1\frac{3}{7}

Exercise #2

Write the fraction as a mixed number:

1210= \frac{12}{10}=

Video Solution

Answer

1210 1\frac{2}{10}

Exercise #3

Write the fraction as a mixed number:

106= \frac{10}{6}=

Video Solution

Answer

146 1\frac{4}{6}

Exercise #4

Write the fraction as a mixed number:

74= \frac{7}{4}=

Video Solution

Answer

134 1\frac{3}{4}

Exercise #5

Write the fraction as a mixed number:

85= \frac{8}{5}=

Video Solution

Answer

135 1\frac{3}{5}

Exercise #1

Write the fraction as a mixed number:

1610= \frac{16}{10}=

Video Solution

Answer

1610 1\frac{6}{10}

Exercise #2

Write the fraction as a mixed number:

139= \frac{13}{9}=

Video Solution

Answer

149 1\frac{4}{9}

Exercise #3

Write the fraction as a mixed number:

128= \frac{12}{8}=

Video Solution

Answer

148 1\frac{4}{8}

Exercise #4

Write the fraction as a mixed number:

1711= \frac{17}{11}=

Video Solution

Answer

1611 1\frac{6}{11}

Exercise #5

Write the fraction as a mixed number:

1311= \frac{13}{11}=

Video Solution

Answer

1211 1\frac{2}{11}

Exercise #1

Write the fraction as a mixed number:

62= \frac{6}{2}=

Video Solution

Answer

3 3

Exercise #2

Write the fraction shown in the drawing:

Video Solution

Answer

37 \frac{3}{7}

Exercise #3

Write the fraction shown in the drawing:

Video Solution

Answer

36 \frac{3}{6}

Exercise #4

Write the fraction shown in the drawing:

Video Solution

Answer

46 \frac{4}{6}

Exercise #5

Write the fraction shown in the drawing:

Video Solution

Answer

57 \frac{5}{7}

Topics learned in later sections

  1. Addition and Subtraction of Mixed Numbers
  2. Multiplication of Integers by a Fraction and a Mixed Number
  3. Multiplication and Division of Mixed Numbers
  4. Dividing Whole Numbers by Fractions and Mixed Numbers
  5. Mixed Numbers