Connor ran 3 kilometers in a relay race. His distance represents \(\cfrac{3}{10}\) of the total distance of the race. The equation \(\cfrac{3}{10}\text{d} = 3\) can be used to find the total distance d of the race in kilometers. What was the total distance of the race?

What if Connor’s distance of 3 kilometers represented only \(\cfrac{2}{10}\) of the total distance of the race. What would the total distance of the race have been?

The lightest puppy in a litter weighs 9 ounces, which is \(\cfrac{3}{4}\) of the weight of the heaviest puppy. The equation \(\cfrac{3}{4}\text{w} = 9\) can be used to find the weight w in ounces of the heaviest puppy. How much does the heaviest puppy weigh?

Sophia took home \(\cfrac{2}{5}\) of the pizza that was left over from a party. The amount she took represents \(\cfrac{1}{2}\) of a whole pizza. The equation \(\cfrac{2}{5}\text{p} = \cfrac{1}{2}\) can be used to find the number of pizzas p left over from the party. How many pizzas were left over?

A city received \(\cfrac{3}{4}\) inch of rain on July 31. This represents \(\cfrac{3}{10}\) of the total amount of rain the city received in July. The equation \(\cfrac{3}{10}\text{r} = \cfrac{3}{4}\) can be used to find the amount of rain r in inches the city received in July. How much rain did the city receive in July?