7 7/16 + 6 11/12 + 14 6/7 — step-by-step solution

⚠ 7 7/16 is read as the mixed number 7 + 7/16

⚠ 6 11/12 is read as the mixed number 6 + 11/12

Let's evaluate:

7

+ \frac{7}{16}

+ 6

+ \frac{11}{12}

+ 14

+ \frac{6}{7}

13

+ \frac{7}{16}

+ \frac{11}{12}

+ 14

+ \frac{6}{7}

27

+ \frac{7}{16}

+ \frac{11}{12}

+ \frac{6}{7}

27 + \frac{7 \times 3 + 11 \times 4}{16 \times 3} + \frac{6}{7}

27 + \frac{21 + 44}{48} + \frac{6}{7}

27 + \frac{65}{48} + \frac{6}{7}

27 + \frac{65 \times 7 + 6 \times 48}{48 \times 7}

27 + \frac{455 + 288}{336}

27 + \frac{743}{336}

ⓘThe fraction

\frac{743}{336}

is greater than 1: add its integer part

2

to the whole part:

\frac{743}{336} + 27

29 + \frac{71}{336}

▶Result:

29

\frac{71}{336}

The numeric value of:

29 + \frac{71}{336}

equals:

29 + \approx 0.2113

▷

\approx 29.2113