Yang Manufacturing, which uses the high-low method, makes a product called Yin. The company incurs three different cost types (A, B, and C) and has a relevant range of operation between 2,500 units and10,000 units per month. Per-unit costs at two different activity levels for each cost type are presented below.
|
Type A |
Type B |
Type C |
Total |
||||||||||||
5000 units |
$4 |
$9 |
$4 |
$17 |
$ |
|||||||||||
7500 units |
$4 |
$6 |
$3 |
$13 |
Yang produces 10,000 units, the total cost would be:
A.$90,000.
B.$100,000.
C. $110,000.
D.$125,000.
E.an amount other than those given above.
Solution:
Variable cost per unit of Type -B = (Cost at high level - Cost at low level) / (High level activity - Low level activity)/
= ($45,000 - $45,000) / (7500 - 5000) = 0
Fixed cost of Type B = $45,000
Variable cost per unit of Type -C = (Cost at high level - Cost at low level) / (High level activity - Low level activity)/
= (7500*$3 - 5000*$4) / (7500 - 5000) = $1 per unit
Fixed cost of Type C =7500*$3 - (7500*$1) = $15,000
Cost function = Fixed cost + Variable cost * Nos of units
= ($45,000 + $15,000) + ($4+$1) * Nos of units
= $60,000 + $5 X
Total cost at 10000 units = $60,000 + ($5*10000) = $110,000
Hence option c is correct,
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