Gribble Company’s high and low level of activity last year was 60,000 units of product produced in May and 20,000 units produced in November. Machine maintenance costs were $104,000 in May and $40,000 in November. Using the high-low method, determine an estimate of total maintenance cost for a month in which production is expected to be 45,000 units.
a. $90,000
b. $96,000
c. $78,000
d. $80,000
how did we solve it and get D?
Calculation of Expected utilities cost for the month when production is expected to be 45,000 units: | ||||
High Activity | = | 60,000 units | = | May |
Low Activity | = | 20,000units | = | November |
Utilities cost of : | ||||
May | = | $1,04,000 | ||
November | = | $ 40,000 | ||
Variable cost per unit | = | ($1,04,000 - $40,000) / (60,000 - 20,000) | ||
= | ($64,000) / (40,000) | |||
= | $1.60 per unit produced | |||
To calculate total fixed cost: | ||||
As per high activity | = | $1,04,000 - (60,000 X $1.60) | = | $ 8,000 |
As per low activity | = | $40,000 - (20,000X $1.60) | = | $ 8,000 |
Cost formula for utilities cost | = | $8,000 + $1.60X | ||
Expected utilities cost for the month when production is expected to be 45,000 units | = | $8,000 + ($1.60 X 45,000) | = | $ 80,000 |
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