You can put this solution on YOUR website! Hi, there--
.
This is a proportion problem. We want to know how many customers bought milk if only 20 customers came into the store.
.
Let x be the number of customers who bought milk if only 20 customers came into the store.
.
In the first case, the ratio of milk-buying customers to total customers is 75 to 100, or 75/100.
In the second case, the ratio is x to 20, or x/20.
.
We set these ratios equal to each other to make a proportion. Then we solve for the value of x that makes the proportion true.
.
.
We can use the idea of scale factor to solve for x. First look at the two denominators. The scale factor from 100 to 20 is 1/5 because 100*(1/5)=20.
.
The scale factor from 75 to x in the numerator must be the same since the ratios are equivalent. We multiply 75*(1/5) to find x. So x=15.
.
In the context of this problem, x=15 means that 15 customers bought milk if only 20 customers came into the store.
.
Hope this helps. Feel free to email me if you have questions about this solution.
.
Ms.Figgy
math.in.the.vortex@gmail.com