A company has a profit of $6 \%$ on the first $R \$ 1000$, 00 in daily sales, and $5 \%$ on all sales that exceed $R \$ 1000,00$ on the same day. What is the company's profit on a day when sales reach $R \$ 6000,00$?
(a) $R \$ 250$
(b) $R \$ 300$
(c) $\$ 310$
(d) $R \$ 320$
(e) $R \$ 360$
(c) For the first $R \$ 1000$ reals, the company has a profit of $R \$ 60$ reals, and for the remaining $R \$ 5000$ reals, the profit is $5000 \times$ $5 \% = 250$ reals. Therefore, the company's profit for that day is $R \$ 310$ reals.