Answer:
correct option is d. $20,667
Explanation:
solution
we know that here total MHs will be here
total MHs = 2200 + 8700
total MHs = 10900
and
machining will be
machining = [tex]\frac{6649}{10900}[/tex]
machining = 0.61
and
total orders is here
total order = 130 + 960
total order = 1090
and
order filling will be here
order filling is = [tex]\frac{17440}{1090}[/tex]
order filling = 16
so
overhead cost for product
machining = 8700 × 0.61 = $5307 .............................1
order filling = 960 × 61 = $15360 ..............................2
so total cost is sum of equation 1 and 2
total = 5307 + 15360
total = $20667
so correct option is d. $20,667