Looking for the answer to PS4.2.2 (please ignore 32 in the top section as that is incorrect

0/1 point (graded) Anovatech provides cloud computing services to other businesses. It uses programmers (labor) and servers (capital) to produce its services. It costs Anovatech $6,000 a month to hire a programmer, and $200 a month to rent a server. (For simplicity, assume all inputs are continuously divisible.) Today, Anovatech has 64 servers in their datacenters. Anovatech can use servers to provide more service, or they can hire programmers to think of ways to run those servers more efficiently. Anovatech's production function is proportional to the sum of the square roots of the number of programmers they employ and the number of servers they rent, so assume that q = VK + VL for some unit of output service. In the short run, if Anovatech has a monthly budget of $200,000, what is the highest production they can achieve? 32 32 Submit You have used 1 of 2 attempts Save Problem PS4.2.2 1 point possible (graded) Anovatech thinks they have an opportunity to win a contract for 30 units a month of cloud computing service. In the short run, what is the lowest cost at which Anovatech would be able to produce 30 units a month of service? (This cost may exceed their budget.)