In applying the high-low method, what is the fixed cost?
Month | Miles | Total Cost |
January | 76000 | $182000 |
February | 66000 | 160000 |
March | 68000 | 168000 |
April | 90000 | 200000 |
Variable cost = (Cost at highest activity - Cost at lowest activity) / (Highest activity - Lowest activity)
= ($200,000 - $160,000) / (90,000 - 66,000)
= $40,000 / 24,000
= $1.67 per mile or (5/3)
Fixed cost at highest activity
Fixed cost = Total cost - Variable cost
= $200,000 - [(5/3) * 90,000]
= $200,000 - $150,000
= $50,000
or
Fixed cost at lowest activity
Fixed cost = Total cost - Variable cost
= $160,000 - [(5/3) * 66,000]
= $160,000 - $110,000
= $50,000
Fixed cost = $50,000
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