1. FIXED COSTS
- Fixed costs are costs that do not change in total despite wide
changes in volume.
- Although fixed cost per unit decreases with increases in
activity levels, total fixed cost is not affected by changes in the
activity level within the relevant range (i.e., total fixed cost
remains constant even if the activity level changes.
- Total fixed cost graphs are always flat lines with no
slope
- The flat (horizontal) line intersects the y-axis at the level
equal to the fixed cost
2. VARIABLE COSTS
- Total variable costs change in direct proportion to changes in
volume.
- Although variable cost per unit remain constant, total variable
cost increases and decreases in proportion to changes in the
activity level.
- Total variable cost graphs always begin at the origin (if
volume is zero, total variable costs are zero)
- Total variable costs can be expressed as:
y = vx
Where:
Y = total variable cost
V = variable cost per unit of
activity
X = volume of activity
3. MIXED COSTS
- A mixed cost has both a variable and a fixed component.
- Total mixed costs increase as volume increases because of the
variable cost component
- Total mixed cost graphs slope upwards but do not begin at the
origin; they intersect at the y-axis at the level of the fixed
costs
- Total mixed costs can be expressed as a combination of the
variable and fixed cost
equations:
Total mixed costs = variable cost
component + fixed cost
Y = vx + f
Where
Y = total mixed cost
V = variable cost per unit of
activity
X = volume of activity
F = fixed cost over a given period of
time
High – Low Method
The high-low method
determines the fixed and variable portions of a mixed cost by using
only the highest and lowest levels of activity and related costs
within the relevant range.
The variable cost element V
in above formula is computed as follows:
The fixed portion of a mixed
cost is found by subtracting total variable cost from total cost
(high or low level).