Daily input cost = Material cost + Total labor cost + Total overhead
Material cost = No. of cakes * cost per cake = 15 * 15 = $225
Total labor cost = No. of hours * labour per hour = 6 * 20 = $120
Overhead cost = $25
Hence, Daily input cost = 225 + 120 + 25 = $370
Daily output = No. of cakes * Sale price per cake = 15 * 65 = $975
a) Multifactor productivity = Daily output / Daily input cost = 975 / 370 = 2.635
b)
i) If $1 material cost is increased in material cost, New Total material cost = No. of cakes * New material rate = 15 * 16 = $240
New Daily input cost = 240 + 120 + 25 = $385
New multifactor productivity = 975 / 385 = 2.532
Percent Change in multifactor productivity = (2.532 - 2.635) *100 / 2.635 = (-3.91%) = 3.91% decrease in multifactor productivity
ii) If 10% decrease in material cost, New Total material cost = Old material cost * (100% - 10%)= 225 * 90% = $202.5
New Daily input cost = 202.5 + 120 + 25 = $347.5
New multifactor productivity = 975 / 347.5 = 2.806
Percent Change in multifactor productivity = (2.806 - 2.635) *100 / 2.635 = 6.49% increase in multifactor productivity
iii) If 10% decrease in overhead cost, New Total overhead cost = Old overhead cost * (100% - 10%)= 25 * 90% = $22.5
New Daily input cost = 225 + 120 + 22.5 = $367.5
New multifactor productivity = 975 / 367.5 = 2.653
Percent Change in multifactor productivity = (2.653 - 2.635) *100 / 2.635 =0.683% increase in multifactor productivity
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