Answer:
7 & 1/10
You can write it as
![7 (1)/(10)](https://img.qammunity.org/2020/formulas/mathematics/middle-school/s53l4vn42cxgo9xl44ht9bsnk2hq4ywml6.png)
It is read out to be "seven and one-tenth"
Explanation:
Let's say you had 71 cookies and 10 people you wanted to evenly divide those cookies among. Each person would get 7 whole cookies because 70/10 = 7. There would be 1 cookie left over which is the remainder. This remainder forms the "1/10" in the answer above. Put another way, the left over cookie can be split into ten equal slices so that each person gets an additional 1/10 of a cookie to go on top of the 7 whole cookies they get.
You can think of it as
71/10 = (70+1)/10 = (70/10) + (1/10) = 7 + (1/10) = 7 & 1/10
or you can use long division to find this as well.