to your HTML Add class="sortable" to any table you'd like to make sortable Click on the headers to sort Thanks to many, many people for contributions and suggestions. Licenced as X11: http://www.kryogenix.org/code/browser/licence.html This basically means: do what you want with it. */ var stIsIE = /*@cc_on!@*/false; sorttable = { init: function() { // quit if this function has already been called if (arguments.callee.done) return; // flag this function so we don't do the same thing twice arguments.callee.done = true; // kill the timer if (_timer) clearInterval(_timer); if (!document.createElement || !document.getElementsByTagName) return; sorttable.DATE_RE = /^(\d\d?)[\/\.-](\d\d?)[\/\.-]((\d\d)?\d\d)$/; forEach(document.getElementsByTagName('table'), function(table) { if (table.className.search(/\bsortable\b/) != -1) { sorttable.makeSortable(table); } }); }, makeSortable: function(table) { if (table.getElementsByTagName('thead').length == 0) { // table doesn't have a tHead. Since it should have, create one and // put the first table row in it. the = document.createElement('thead'); the.appendChild(table.rows[0]); table.insertBefore(the,table.firstChild); } // Safari doesn't support table.tHead, sigh if (table.tHead == null) table.tHead = table.getElementsByTagName('thead')[0]; if (table.tHead.rows.length != 1) return; // can't cope with two header rows // Sorttable v1 put rows with a class of "sortbottom" at the bottom (as // "total" rows, for example). This is B&R, since what you're supposed // to do is put them in a tfoot. So, if there are sortbottom rows, // for backwards compatibility, move them to tfoot (creating it if needed). sortbottomrows = []; for (var i=0; i
Is there really a bubble in U.S. higher education?
Today, one way or another, we're going to find out! First, let's define just what a bubble is:
An economic bubble exists whenever the price of an asset that may be freely exchanged in a well-established market first soars then plummets over a sustained period of time at rates that are decoupled from the rate of growth of the income that might be realized from either owning or holding the asset.
Here, we'll consider the asset to be one year of college education at a four-year institution, whose price is given by the cost of tuition and any required fees for attendance.
The income that might otherwise be realized from either owning or holding the asset then actually turns out to be income itself! After all, the mostly likely alternative for an individual who might otherwise be in college is for them to be working instead. For our purposes, we'll use U.S. median household income to represent this income that might otherwise be earned in our analysis.
We'll next determine if the changes in the average college tuition and required fees over time are decoupled from changes in median household income.
The chart to the right reveals what we find when we visually depict the level of average college tuition against median household income over the time from 1976 through 2008.
We find that there is indeed a building bubble in U.S. higher education, which we see is clearly represented by three separate periods in which the growth of tuition decoupled from the growth of U.S. median income.
These periods of tuition inflation largely coincide with periods of recession or slow job growth in the United States, from 1990 to 1993, 2000 to 2004 and from 2007 to the present. That these distinct phases of tuition inflation have occurred during recessionary periods, while tuition costs have steadily paced household income in healthier economic conditions, suggests that U.S. higher learning institutions have been the beneficiaries of a remarkable amount of insulation from economic circumstances during these periods.
But the key observation we take away from the chart is the evidence given by a dog that didn't bark.
Here's what we mean by that - prior to the recession that began on December 2007, the largest single recession in the U.S. in the post-World War 2 era was that which ran from July 1981 through November 1982, and in terms of unemployment rates, it still outclasses the December 2007 recession.
But unlike the other recessions that ran from July 1990 to March 1991 and again from March 2001 to November 2001, the nominal average price of tuition remained closely coupled with nominal median household income.
What that evidence means is that the cost of tuition can remain coupled to median income even during significant changes in economic circumstances, such as a severe recession, and has done so in the past.
So when we observe where changes in tuition are decoupled from changes in U.S. median income, we can identify those periods as being when the inflation of a bubble in U.S. higher education occurred.
That bubble has a very real price for today's college students. If the close coupling between median income and average college tuition that existed between 1976 and 1990 were still in effect today, the average annual cost of college tuition at a four-year institution would be over $5,000 less than 2008's average level of $12,075.
Likewise, we find that tuition would be over $3,000 less if the linear trend that existed from 1994 through 2000 were still in effect today.
Ultimately, like a housing bubble or a bubble in the stock market, we strongly suspect that today's highly inflated tuition is not something that can be sustained indefinitely.
Mark Perry finds there may well be a bubble in college textbook prices too!
Image Credit: Izismile.
Labels: data visualization, education
Welcome to the blogosphere's toolchest! Here, unlike other blogs dedicated to analyzing current events, we create easy-to-use, simple tools to do the math related to them so you can get in on the action too! If you would like to learn more about these tools, or if you would like to contribute ideas to develop for this blog, please e-mail us at:
ironman at politicalcalculations
Thanks in advance!
Closing values for previous trading day.
This site is primarily powered by:
The tools on this site are built using JavaScript. If you would like to learn more, one of the best free resources on the web is available at W3Schools.com.