Show the process to receive credit, use the properties of the logarithm functions in the problems where it is necessary and convenient. Draw a rectangle around the answer. $2 1. Consider the demand equation 111(233 + 1) where p is the price as the quantity function of the product X. Determine the marginal revenue function. (show the process) C(33) = 2$3+$+5 2. Consider the cost Motion and the revenue function from the problem before (1:) (show the process) a. Obtain the marginal cost functiim b. Find the marginal prot mction If 1%) = (391.3L x/EPOOO f \"(33) calculate (show the process() I (show the process) 5. Calculate the rate of change of the marginal revenue if the revenue is given by r(sc)=:c4LI:3+:E+1 (show the process)