A packaging employee making \$16 per hour can package 320 items during that hour. The direct material cost is $$ \$ 0.4 \cap $$ per item. What is the total direct cost of 1 item? $$ \$[?] $$ Round to the nearest thousandth.

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To calculate the total direct cost of packaging one item, we need to consider both the labor cost and the direct material cost.

1. **Labor Cost per Item:**
   - The employee earns \$16 per hour.
   - They can package 320 items in that hour.
   - **Labor cost per item** = \$16 / 320 items = \$0.05 per item.

2. **Direct Material Cost per Item:**
   - Given as \$0.40 per item.

3. **Total Direct Cost per Item:**
   - **Total Direct Cost** = Labor cost per item + Direct material cost per item
   - **Total Direct Cost** = \$0.05 + \$0.40 = \$0.45

Since the problem asks to round to the nearest thousandth, the total direct cost per item is:

$$
\$0.450
$$
The total direct cost per item is \$0.450.

A packaging employee making $16 per
hour can package 320 items during that
hour. The direct material cost is per
item. What is the total direct cost of 1 item?

Round to the nearest thousandth.

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A packaging employee making $16 per hour can package 320 items during that hour. The direct material cost is per item. What is the total direct cost of 1 item? Round to the nearest thousandth.