A theme park sells adult tickets (a) for $159.50 and child tickets (c) for $109.00. The theme park needs to make at least 5.49 million dollars to make a profit each day. Which inequality could the theme park use to determine how many of each ticket must be sold in a day to make a profit?
A. 159.50a + 109c ā¤5,490,000
B. 159.50a + 109c ā„5,490,000
C. 159.50a + 109c <5,490,000
D. 159.50a + 109c >5,490,000
