-Low Method
The manufacturing costs of Ackerman Industries for the first three
months of the year follow:
Total CostsUnits
ProducedJanuary$211,510 1,710
units February150,480 950 March234,080 2,850
Using the high-low method, determine (a) the variable
cost per unit and (b) the totalfixed cost. Round all answers
to the nearest whole dollar.
a. Variable cost per unit$b. Total fixed
cost
Month | total cost | units |
January | $211510 | 1710 |
February | $150480 | 950 |
March | $234080 | 2850 |
Answer = variable cost = $44
Fixed cost = $108680
Therefore maximum cost and units are in march with cost $234080 and 2850 units
And lowest are in february with cost $150480 and 950 units
Using high low method,
Variable cost = (Total cost of high activity – Total cost low
activity) / (Highest activity unit – Lowest activity unit)
= (234080-150480)/(2850-950)
= 83600/1900
= $44 per unit
Now, calculation for fixed cost:
Total cost = variable cost + fixed cost
Total cost of march = 234080
Hence fixed cost = 234080 - (44 × 2850)
= 108680
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