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DedPeter [7]
3 years ago
14

Levelor Company's flexible budget shows $10,710 of overhead at 75% of capacity, which was the operating level achieved during Ma

y. However, the company applied overhead to production during May at a rate of $2.00 per direct labor hour based on a budgeted operating level of 6,120 direct labor hours (90% of capacity). If overhead actually incurred was $11,183 during May, the controllable variance for the month was:
Business
1 answer:
Salsk061 [2.6K]3 years ago
3 0

Answer:

The correct answer is $473 (Unfavorable).

Explanation:

According to the scenario, the given data are as follows:

Actual overhead = $11,183

Budgeted Overhead = $10,710

So, we can calculate the controllable variance by using following formula:

Controllable variance  = Actual overhead - Budgeted overhead

By putting the value, we get

Controllable variance  = $11,183 - $10,710

= $473 ( Positive shows unfavorable)

= $473 (unfavorable)

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Answer:

Difficulty managing public investment so it's done in a cost effective way

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3 years ago
Dana writes a check to Becky on Dana’s account at Community Bank. The bank dishonors the check even though Dana has sufficient f
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Dana

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3 0
3 years ago
Kilroy Corporation provides services to a customer for $1,000. The customer complained that there was a slight defect in the ser
nordsb [41]

Answer:

debit to Sales allowance of $50

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It is usually allowed when the customer agrees to keep the product instead of returning the defective product which would constitute sales returns.

Following journal entry is recorded for recording sales allowance

Sales Allowance A/C                                     Dr. $ 50

    To Accounts Receivable                                          $50

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8 0
3 years ago
Name and briefly describe the three essential principles of test construction
Alika [10]
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7 0
3 years ago
Sauer Milk Inc. wants to determine the minimum cost of capital point for the firm. Assume it is considering the following financ
weqwewe [10]

Answer:

Plan A = 8.55%

Plan A =8.57%

Plan A =7.9%

Plan A =6.58%

Explanation:

The weighted average cost of capital can be computed by multiplying the Cost of capital (after tax) with the weights. The weighted average cost for four plans are as follows

WACC = Cost of capital x Weights

PLAN A

                                Weights      Cost of capital      WACC

Debt                         3.0 %                    15 %                0.45%    

Preferred stock       6.0                        10%                0.6%

Common equity      10.0                      75%               7.5%

WACC                                                                          8.55%

PLAN B

                                Weights      Cost of capital      WACC

Debt                         3.2 %                  25%                0.8%    

Preferred stock       6.2                      10%                0.62%

Common equity      11.0                      65%               7.15%

WACC                                                                         8.57%

PLAN C

                                Weights      Cost of capital      WACC

Debt                          4.0 %                   35 %                1.4%    

Preferred stock        6.7                        10%                0.67%

Common equity       10.6                      55%               5.83%

WACC                                                                          7.90%

PLAN D

                                Weights      Cost of capital      WACC

Debt                         7.0 %                   45 %                3.15%    

Preferred stock       7.6                       10%                 0.76%

Common equity       12.6                     45%                5.67%

WACC                                                                          6.58%

4 0
3 years ago
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