Question

Hagos Corporation is working on its direct labor budget for the next two months. Each unit of output requires 0.84 direct labor-hours. The direct labor rate is $9.40 per direct labor-hour. The production budget calls for producing 2,100 units in June and 1,900 units in July. If the direct labor work force is fully adjusted to the total direct labor hours needed each month, what would be the total combined direct labor cost for the two months

Answer 1

Answer:

$31584

Explanation:

Solution

The first step is to compute the total direct labor hours required for production:

Now for the month of June,

The total direct cost of labor = The produced Unit * The Hours per unit

= 2100 * 84 hours per unit

It gives us

=1,764 Hours

For the month of July,

The total direct cost of labor = The produced Unit * The Hours per unit

= 1900 * 84 Hours per unit

= 1,596 Hours

Next is to calculate the direct labor cost.

For the month of June

Direct labor cost =  Direct labor hours *  The rate per direct labor hour.

= 1,764 Hours * $9.40 per hour

= $16581.6

For the month of July

Direct labor cost =  Direct labor hours *  The rate per direct labor hour.

= 1,596 Hours * $9.40 per hour

= $15002.4

Now,

We will compute pr find the combined direct labor cost for the two months

The combined direct labor * Direct labor cost (June) + Direct labor cost (July)

Which is now,

= $16581.6 + $15002.4 = $31584

Therefore the combined direct labor cost for the two months is $31584