A man invested ₹$7,050$ for $5$ years at the rate of $8\%$ simple interest per annum. What will be two-third of the money (in ₹) that he will get on maturity?

Given:
* Principal ($P$) = ₹$7,050$
* Time ($T$) = $5$ years
* Rate ($R$) = $8\%$ per annum

First, find the Simple Interest ($SI$):
$$SI=\frac{P\times R\times T}{100}=\frac{7050\times 8\times 5}{100}=\frac{7050\times 40}{100}=705\times 4=2820$$

The total maturity amount ($A$) is:
$$A=P+SI=7050+2820=9870$$

We need to find two-third of the maturity amount:
$$\text{Required Amount}=\frac{2}{3}\times 9870=2\times 3290=6580$$