A software company in Silicon Valley uses programmers (labor) and computers (capital) to produce apps for mobile devices. The firm estimates that when it comes to labor, $\mathrm{MP}_{t}=5$ apps per month while $P_{L}=\$ 1,000$ per month. And when it comes to capital, $\mathrm{MP}_{\mathrm{C}}=8$ apps per month
while $P_{C}=S 1,000$ per month. If the company wants to maximize its profits, it should:
a. Increase labor while decreasing capital.
b. Decrease labor while increasing capital.
c. Keep the current amounts of capital and labor just as they are.
d. None of the above.