(i) Find the input level that maximises output.
[2]
(i) What is the maximum Maize output at the calculated input level?
[2]
(ii) Find the input level that Average Physical Product
[3]
(b) Define the following concepts.
(i) Production efficiency
[2]
(ii) Technical efficiency
[2]
(iii) Allocative efficiency
[2]
(iv) Economic efficiency
[2]
(c) The total cost of producing an item is N$450. The cost of capital per production
unit is N$30 and the Labour cost per unit is N$SO.
(i) Determine the Isa-cost equation.
[2]
(ii) Draw and label the lsocost line.
[3]
Sub-Total
[20]
Question 4
(a) Assume you are considering the production function in the short-run, specify which
production stage is the following happening?
(i) TPP is increasing at an increasing rate, and MPP is increasing.
[2]
(ii) TPP has a slope= 0.
[2]
(iii) APP is declining and above MPP, but MPP is negative.
[2]
(iv) TPP is increasing at a decreasing rate, and MPP is decreasing but above APP.
[2]
(v) TPP is constant
[2]
(b) Explain why you cannot recommend someone to produce in stage Ill in relation to the
quantity of inputs and the Total Physical Product.
[2]
2