Pacifica Industrial Products Corporation makes two products, Product $H$ and Product L$.$ Product $H$ is expected to sell $39,000$ units next

year and Product $L$ is expected to sell $7,800$ units. A unit of either product requires $0\mathrm{.}3$ direct labor$-$hours.

The company's total manufacturing overhead for the year is expected to be $$1,193,400.$

Required:

$1-$a$.$ The company currently applies manufacturing overhead to products using direct labor$-$hours as the allocation base. If this method

is followed, how much overhead cost per unit would be applied to each product?

$1-$b$.$ Compute the total amount of overhead cost that would be applied to each product.

Management is considering an activity$-$based costing system and would like to know what impact this change might have on

product costs. For purposes of discussion, it has been suggested that all of the manufacturing overhead be treated as a product$-$level

cost$.$ The total manufacturing overhead would be divided in half between the two products, with $$596,700$ assigned to Product $H$ and

$$596,700$ assigned to Product L$.$

If this suggestion is followed, how much overhead cost per unit would be assigned to each product?

Complete this question by entering your answers in the tabs below.

Req $1A$

Req $1$B

Req $2$

Management is considering an activity$-$based costing system and would like to know what impact this change might have on

product costs. For purposes of discussion, it has been suggested that all of the manufacturing overhead be treated as a

product$-$level cost. The total manufacturing overhead would be divided in half between the two products, with $$596,700$

assigned to Product $H$ and $$596,700$ assigned to Product $L.$

If this suggestion is followed, how much overhead cost per unit would be assigned to each product? $($Round your answers to $2$

decimal places.$)$