Answer: $100,000
Explanation:
Let P be the amount he invested in 5% profit .
then 250,000-P be the amount he invested in 10% profit .
The total profit he earns at 5% =5% of P
⇒The total profit he earns at 5 %=0.05P
Now, The total profit he earns at 10% =10% of (250,000-P)
⇒The total profit he earns at 10%=
![0.1(250,000-P)=25,000-0.1P](https://img.qammunity.org/2020/formulas/mathematics/middle-school/odo80nukpufqkq3knf66c23kk194les7v7.png)
According to the question,
![3(0.05P)=25,000-0.1P\\\Rightarrow\ 0.15P=25,000-0.1P\\\Rightarrow\ 0.25P=25,000\\\Rightarrow\ P=(25000)/(0.25)\\\Rightarrow\ P=100,000](https://img.qammunity.org/2020/formulas/mathematics/middle-school/jha94x0eunbkxz0i08f2pisx9cp00gg6iq.png)
Thus, the money he invest in the company that made 5%= $100,000