Question

Mixed numbers from 6 to 7, with an interval of 1/5 in between each pair of mixed numbers

Answer 1

Answer:

the given  interval is 1/5 between  the numbers  6 to 7

since 6 is smaller  than 7 ,

this means that you will be adding  1/5 starting from the 6 until we  reach to the value of  7.

now,

$6 + \dfrac{1}{5} =6\dfrac{1}{5}$

$6\dfrac{1}{5}+ \dfrac{1}{5} =6\dfrac{2}{5}$

$6\dfrac{2}{5}+ \dfrac{1}{5} =6\dfrac{3}{5}$

$6\dfrac{3}{5}+ \dfrac{1}{5} =6\dfrac{4}{5}$

$6\dfrac{4}{5}+ \dfrac{1}{5} =6\dfrac{5}{5} = 7$

hence, above are the mixed fraction between 6 to 7 with interval of 1/5

Answer 2

A mixed number is a whole number plus a fraction.
the smallest whole number is 1.
so no mixed number could be lees than 1.

mixed numbers that are 1/5 apart and are between 6 and 7 

1-6/1 or 2-71