Cost Estimation Flashcards
what are the 4 categories that costs can fall into?
- Variable costs
- Fixed costs - this is a cost that does not change depending on the amount of goods you produce
- Step fixed costs
- semi-variable costs
How can one discover the variable portion and fixed portion of a semi-variable cost?
Example of food cost in plane with passengers
Activity level(people)/Cost level
300/3900
350/4300
400/4700
450/5100
500/5500
you can use the High-low method
variable portion per unit = (cost at highest activity level - cost at lowest activity level) / (activity at the highest level - activity at the lowest level)
(5500-3900)/(500-300) = 8 per unit
Fixed portion = full cost - variable portion
300 * 8 = 2400
3800 - 2400 = 1500 = fixed portion
TESTER
350 * 8 = 2800
2800 - 4300 = 1500 = fixed portion
How can one discover the variable portion and fixed portion of a step fixed cost?
Example of food cost in plane with passengers
Its in one of my questions some where… maybe this topics questions
What is the concept of the learning curve?
It is based of the idea that when we start performing a new task, as we keep performing it, we become more efficient until we reach a stage where we can’t become more efficient
in other words, we get quicker at making something, the moew we do it
What Is the formula for the learning curve?
Y = aX^(log(r)/log(2)) ; b = (log(r)/log2)
Y = cumulative average time taken to produce X units
a = time taken to produce the first unit of output
X = # of units of output under consideration
b = the log of the improvement % DIVIDED BY the log of 2
r = learning rate percentage (decimal form)
What are some scenarios where you can use the learning curve?
- Calculate the average time per unit for a given number of units. - your answer is Y
- Calculate the total time for a given number of units. - Y times the units
- Calculate the actual time for specificed unit(s) - Total time for given units including unit MINUS total time for units not including units
- Calculate the time for a specific unit or several units after the steady state. - its all the same after the steady state
How can you calculate the learning rate to use in the learning curve formula?
Example
awdawdafaw
Step 1: rework the formula from “Y = aX^(log(r)/log(2))” to “Y = ar^(log(X)/log(2))”
Step 2: solve for r
refer to Jacob’s email in 3rd year notes for more information