Wealth Inequality: The Top 1% Explained

Why this matters

Wealth and income get used interchangeably by nearly every student, so separating them comes first: income resets every paycheck, wealth compounds and gets inherited. A real U.S. Lorenz curve puts a number on it, the bottom 50% holding only about 2.5% against the top 1%'s roughly 30%.

The compounding math lands hardest: a $100,000 balance and a $10,000 balance at the same 7% return stay exactly 10 times apart forever. Once students calculate the racial wealth gap ratio themselves, redlining stops sounding like an assertion and starts feeling proven.

From one teacher to another

Most students conflate wealth and income, so I spend the first stretch making them separate the two for good: income resets every paycheck, wealth is a stock that compounds and gets inherited. From there they read a real U.S. wealth Lorenz curve themselves, pulling the bottom 50%'s share directly off the chart and then calculating what the top 10% must hold since the shares have to add to 100%. The Gini coefficient work follows the same rule, students find the U.S. at about 0.85 against France's 0.70 and Japan's 0.63 and have to say in plain English what a bigger gap actually means for how evenly wealth is spread. The racial wealth gap gets the same rigor rather than a vague statement: they read real median figures for white, Black, and Hispanic households, calculate the dollar gap and the ratio themselves, and connect it back to redlining as a structural cause rather than an individual failing. The compounding math closes the loop, showing that a $100,000 starting balance and a $10,000 starting balance at the same 7% return end up exactly 10 times apart, which is the number that makes inheritance matter so much. Their final policy memo has to name one fix and back it with real numbers, not just a preference.