In general, the profit function is the difference between the revenue and cost functions, P(x)R(x)C(x). produding x cordloss drills. (s) Find the marginal creat function, MC( x). MC[x]= (b) Find the revenue, R(x), and marginal revenue, MR (x), functions. R(x)=MR(x)= (c) Find R' 1000) in dallars por drill. RY1000)= dollars per drill Interpret the results, At a production levol of 1000 cordless drils, revenun is at a rate of the absolute walue of R ' 1 DoD) dollars per drill. Find R'(4000) in dallars per drill. R{4000)= dollars per drill Interpret the results. At a production leval af 4 DaD cordless drils, revenue is at a rate of the abaolute value of R ' 4000) dollars per dill. (d) Find the profit, F(x), and marginal profit, MF(x), functiuns. P(x)=MP(x)= (c) Find p'(1000) in dollars por drill. P{1000}= dellars per drill Interpret the results, At a production level of 1000 cordless drils, proft is a a rete of the absolute value of Pripooj dollars per drill. Find P'(4000) in dollars per drill. P'(4000) = dollars per drill Interpret the results. At a production leval af 40a0 cordless drils, proft is at a rate of the staclute value of P(4000) dollara per drill