Coe Parts applies fixed overhead at the rate of $6.80 per unit. Budgeted fixed overhead was $197,200. This month 28,120 units were produced, and actual fixed overhead was $192,100. Required: a. What are the fixed overhead price and production volume variances for Coe Parts? b. What was budgeted production for the month?
Coe Parts applies fixed overhead at the rate of $6.80 per unit. Budgeted fixed overhead was $197,200. This month 28,120 units were produced, and actual fixed overhead was $192,100. Required: a. What are the fixed overhead price and production volume variances for Coe Parts? b. What was budgeted production for the month?
Chapter1: Financial Statements And Business Decisions
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Variance Analysis
In layman's terms, variance analysis is an analysis of a difference between planned and actual behavior. Variance analysis is mainly used by the companies to maintain a control over a business. After analyzing differences, companies find the reasons for the variance so that the necessary steps should be taken to correct that variance.
Standard Costing
The standard cost system is the expected cost per unit product manufactured and it helps in estimating the deviations and controlling them as well as fixing the selling price of the product. For example, it helps to plan the cost for the coming year on the various expenses.
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
Transcribed Image Text:**Budgeted Production for the Month**
In this section, you are prompted to determine the budgeted production for the month.
- **Question:**
- What was budgeted production for the month?
- **Input Field:**
- **Label:** Budgeted production
- **Unit:** units
- **Field Type:** Input box where you enter the number of units.
- **Navigation:**
- **Buttons:**
- **Required A**: A clickable button to navigate to the previous section.
- **Required B**: A disabled button indicating that it cannot be clicked until certain criteria are fulfilled.
This setup facilitates easy input of production data and ensures users can navigate between different sections efficiently.

Transcribed Image Text:**Exercise on Fixed Overhead Variances**
Coe Parts applies fixed overhead at the rate of $6.80 per unit. The budgeted fixed overhead was $197,200. In the current month, 28,120 units were produced, and the actual fixed overhead was $192,100.
**Required:**
a. What are the fixed overhead price and production volume variances for Coe Parts?
b. What was the budgeted production for the month?
Complete this question by entering your answers in the tabs below.
---
**Tab Section:**
**Required A**
- **Fixed Overhead Variance Analysis**
- What are the fixed overhead price and production volume variances for Coe Parts?
- Note: Indicate the effect of each variance by selecting "F" for favorable, or "U" for unfavorable. If there is no effect, do not select either option.
| Variance Type | Amount | Effect |
|:---------------------------------------------|:-------|:----------|
| Fixed overhead price variance | | |
| Fixed overhead production volume variance | | |
**Navigation Button:**
- **Required A**
- **Required B**
---
For the calculations, consider the following:
**Fixed Overhead Price Variance Calculation:**
\( \text{Fixed Overhead Price Variance} = \text{Actual Fixed Overhead} - \text{Budgeted Fixed Overhead} \)
**Fixed Overhead Production Volume Variance Calculation:**
\( \text{Budgeted Production} = \frac{\text{Budgeted Fixed Overhead}}{\text{Fixed Overhead Rate per Unit}} \)
\( \text{Fixed Overhead Production Volume Variance} = (\text{Budgeted Production} - \text{Actual Production}) \times \text{Fixed Overhead Rate per Unit} \)
These formulas will help determine whether the variances are favorable or unfavorable.
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