00:01
In the year 2000, the population of the us was 281 ,420 ,906, and the projections for 2020 were a population of 341 ,250 ,07, with a 30 % increase in the number of senior citizens, and a 20 % increase in the number of non - senior citizens.
00:30
What were the numbers of senior citizens and non - senior citizens in 2000? since we want to find the number of senior citizens and other citizens, we can assign variables to these numbers, make equations using the information given, using the variables we create, and then solve those equations to find the values of the numbers.
00:59
Let's call the number of senior citizens s.
01:03
We could call the number of other people, by another variable and then give an equation in terms of that variable.
01:12
However, we already know what the number of other people is, really.
01:20
It's just the number of all the people in 2000 minus the number of seniors in 2000.
01:27
And so instead of using a variable, let's save ourselves a step by just using this expression, the number minus s.
01:37
We would substitute this into the other equation we form anyways, and so this will be a time saver.
01:48
Now we only have one variable to solve for, and so we'll only need one equation to use...