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Marvel Parts, Inc., manufactures auto accessories. One of the companys products is a set of seat covers that can be adjusted1. Materials price variance Materials quantity variance Labor rate variance Labor efficiency variance 3. Variable overhead ra

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Answer #1
Standard price of materials per yard = Standard direct materials per set of covers / Standard quantity of materials per set of covers = 14.20 / 2.0 7.10
Actual materials rate per yard = Actual total materials cost / Actual materials quantity = 35100 / 6000 5.85
Materials price variance = ( Actual price - Standard price ) * Actual quantity = ( 5.85 - 7.10 ) * 6000 7500 F
Standard quantity of materials for 2600 sets of covers = 2600 * Standard quantity of materials per set of covers = 2600 * 2.0 5200
Materials quantity variance = ( Actual quantity - Standard quantity ) * Standard price = ( 6000 - 5200 ) * 7.10 5680 U
Standard labor hours per sets of cover = Standard hours for 2010 sets of covers / 2010 = 1005 / 2010 0.5
Standard rate of labor = Standard direct labor per set of cover / Standard labor hours per sets of covers = 4.00 / 0.5 8.00
Actual rate of labor = Actual total direct labor cost / Actual direct labor hours worked = 10920 / 1200 9.10
Labor rate variance = ( Actual rate - Standard rate ) * Actual hours = ( 9.10 - 8.00 ) * 1200 1320 U
Standard direct labor hours for 2600 sets of covers = 2600 * Standard labor hours per sets of covers = 2600 * 0.5 1300
labor efficiency varaince = ( Actual hours - Standard hours ) * Standard rate = ( 1200 - 1300 ) * 8.00 800 F
Standard rate of variable overhead = Standard cost of variable overhead per sets of cover / Standard labor hours per sets of cover = 1.80 / 0.5 3.60
Actual rate of variable overhead = Actual total variable overhead cost / Actual direct labor hours worked = 5460 / 1200 4.55
Variable overhead rate variance = ( Actual rate - Standard rate ) * Actual hours = ( 4.55 - 3.60 ) * 1200 1140 U
Variable overhead efficiency variance = ( Actual hours - Standard hours ) * Standard rate = ( 1200 - 1300 ) * 3.60 360 F
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