Workers have to work for a longer period of time in order to afford University Tuition than they used to in 1980. The trend is hardest on minimum wage workers who have to work 32.24 weeks of full-time work in 2020 to afford tuition, compared to 5.95 weeks of full-time work in 1980. This ignores taxes and assumes all money earned is put toward tuition.
Since 1980 the price of a Year’s University Tuition has increased by 282% when adjusted for inflation.
Wages have gone up nominally, but not as much when accounting for inflation. The minimum wage has decreased since 1980 after adjusting for inflation.
Sources:
- Median and Top 5% Income: Census.gov (Table H-3)
- Minimum Wage: Department of Labor
- Year’s University Tuition: NCES (Public Universities)
Visualized on boomerchecker.com
Edit:
- Fixed an error when converting Median and Top 5% from annual to weekly. The time to save for those two brackets rose as a result.
- Added wage data for the different wage brackets for reference.
I’m confused. In the 5% bracket, a $16k tuition: this comes out to like a 900k/year job…is that where the top 5% is?
I added the wage data for each bracket to the OP for reference. I did have an error where I was dividing the Median and Top 5% annual wages by 40 instead of 52 to get the weekly wage. I fixed that and updated the OP. The average wage for the Top 5% in 2020 is $447,570 annually or $8,607 weekly, so for $16k tuition it would take 1.86 weeks of saving for a Top 5% earner. However the average tuition is $9349, so it would only take 1.09 weeks for a Top 5% earner to save that much.
And 5.5 weeks for median? That puts the median salary at around $160k - that doesn’t seem right.
Even the 30 weeks for minimum (at 7.25) should be more than a year at 16k. (And- I’ll tell you what, I wish out of state tuition at a state school was only $16k)