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MariettaO [177]
3 years ago
5

Marv Company's direct labor costs for manufacturing its only product were as follows for October: Standard direct labor hours (D

LHs) per unit of product 2 Budgeted finished units for the period 7,100 Actual number of finished units produced 5,700 Standard wage rate per direct labor hour (SP) $ 20.00 Direct labor costs incurred $ 234,000 Actual wage rate per direct labor hour (AP) $ 18.00 The direct labor efficiency variance for October, rounded to the nearest dollar, was:
a. $32,000 unfavorable.

b. $20,600 favorable.

c. $26,000 favorable.

d. $3,200 unfavorable.

e. $52,600 unfavorable.
Business
1 answer:
sergejj [24]3 years ago
4 0

Answer:

a. $32,000 unfavorable

Explanation:

The computation of the direct labor efficiency variance for October is shown below:-

Direct labor efficiency variance = (Standard hours for actual production - Actual hrs) × Standard rate per hour

= (5,700 × 2 - $234,000 ÷ $18.00) × $20

= (11,400 - $13,000) × $20

= $1,600 × $20

= $32,000 unfavorable

Therefore for computing the direct labor efficiency variance for October we simply applied the above formula.

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A project to build a new bridge seems to be going very well since the project is well ahead of schedule and costs seem to be run
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Schedule variance = $1,428,140

Schedule Performance Index (SPI) = 1.132

Cost Performance Index = 0.801

Explanation:

Planned Value = $1,414,000 + $10,494,000 + $8,494,000 * 53%

                        = $20,402,000 * 53%

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Earned Value = $1,414,000 + $10,494,000 + $8,494,000 * 60%

                        = $20,402,000 * 60%

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Schedule Variance = Earned value - Planned value

                                = $12,241,200 - $10,813,060

                                = $1,428,140

Schedule Performance Index (SPI)

                          = Earned value / Planned value

                          = $12,241,200 / $10,813,060

                          = 1.132

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                        = $1,294,000 + $8,994,000 + $4,994,000

                        = $15,282,000

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                             = Earned value / Actual cost

                             = $12,241,200 / $15,282,000

                             = 0.801

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