determine the number of units to be produced in 2020 given the following information
a.inventories at the beginning of the year                       250,000units
b.projected sales in 2020                                                   5,750,000 units
c.the target level of ending inventories                              400,000units

To determine the number of units to be produced in 2020, we use the following equation:

\[
\text{Units to be produced} = (\text{Projected Sales}) + (\text{Target Ending Inventory}) - (\text{Beginning Inventory})
\]

Given:
- Beginning Inventory = 250,000 units
- Projected Sales = 5,750,000 units
- Target Ending Inventory = 400,000 units

Now, applying the formula:

\[
\text{Units to be produced} = 5,750,000 + 400,000 - 250,000
\]

\[
\text{Units to be produced} = 5,900,000 \, \text{units}
\]

Thus, **5,900,000 units** need to be produced in 2020.

Would you like further clarification or details? Here are some related questions you might explore:

1. How would changing the target ending inventory affect production?
2. What if projected sales were to increase or decrease by 10%?
3. How does the beginning inventory influence the number of units to be produced?
4. How would inventory costs impact this production decision?
5. What strategies could a company use to minimize excess inventory?

**Tip**: Monitoring inventory levels closely throughout the year can help optimize production and avoid unnecessary costs.

determine the number of units to be produced in 2020 given the following information: a. inventories at the beginning of the year 250,000 units b. projected sales in 2020 5,750,000 units c. the target level of ending inventories 400,000 units

Learn how to determine the number of units to be produced in 2020 based on inventory levels and projected sales. Using the formula: Units to be produced = (Projected Sales) + (Target Ending Inventory) - (Beginning Inventory), this solution explains how to calculate the production needs with a target of 5,900,000 units. Suitable for high school students and those studying business or operations management.

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