Answer:
He paid $6,000 in taxes.
Explanation:
His final amount after taxes is $24000. In order to obtain this number we had to tax 20% of the total (Note that 100%-20%=80%). In other words if he was taxed 20% he took home 80% of what he was paid. Therefore mathematically we have:
![0.8A_(pre-tax)=A_(taxed)](https://img.qammunity.org/2019/formulas/mathematics/middle-school/6n7dftsnjhjookyak5f0pxexamp2436l1q.png)
Since we know he was left with $24000 after taxes then:
![0.8A_(pre-tax)=24000\\\\(0.8A_(pre-tax))/(0.8)=(24000)/(0.8)\\\\A_(pre-tax)=(24000)/(0.8)\\\\A_(pre-tax)=30000](https://img.qammunity.org/2019/formulas/mathematics/middle-school/4u2rehgjwp2b7x8v6anszkj2bbqwbkec62.png)
So originally he had $30,000. So how much did he pay in taxes? We can calculate the difference of both pretax and after tax and we get:
$30,000 - $24,000= $6,000 taxed