chapter 5 cost functions Flashcards
do fixed cost per unit decrease when the level of activity — ?
increases
variable costs per unit usually stay constant when the level of activitiy –?
varies
convex costs : increase in a —– proportion compared to the increase in activitiy
higher
concave: increase in a — proportion compared to the increas in activity
lower
what is the proportional part in a cost function
the straight linear line increasing
costs with upper limit describe
costs can only go so low or so high so y-axis is bounded somehow
step fixed costs explain
step function increase , every 3000 new production hours we need 2 more men.
s shaped costs explain
created by a mix of fixed and proportional costs
explain concave part of s shaped function
low machine utilisation concave economies of scale
explain convex part of s shaped function
high machine utilisation near capacity limit heavy wear so higher maintenance cost
explain auxiliary and operating materials
auxiliary = paints, adhesives, artificial indirect costs
operating materials = oils, greases, indirect costs (they are materials to operate.
THEY ARE NOT ASSETS NECESSARY FOR OPERATIONS
they are like surgeons tools oils greases to make the machine work
explain difference between single and multiple cost drivers
single would be machine tome is only cost driver, so cost of auxiliary and operating materials are based on machine times
multiple cost drivers several machines, so the machine operator costs is dependant on setup time and machine time (makes sense)
how do short term fixed cost change in the long term?
short term fixed costs can be variable in the long run, and vary with one or more cost drivers , cost function differs with the time horizon
whats the difference between learning and experience curve
learning: average working time decrease with number of products manufactured, concave cost function of wage, manual activities
experience : unit costs (not just labour unit costs ) decrease with output quantity, concave manufacturing cost function, consumption of auxiliary and operating materials decrease with number of repetitions, scrap is reduced, applied to automated activities
3 things to do to simplify cost functions
aggregation (several costs), linearisation ( costs generally not linear ) homogenisation ( make cost functions more homogenous)