116. Gemma Products produces and sells a variety of domestic goods including sheets. In the current year, the
company budgeted for the production and sale of 10,000 sets; however, 12,000 sets were actually produced and
sold. Each set has a standard requiring 10 yards of material at a cost of $1.10 per yard and 20 minutes of direct
labor (for sewing, assembly, and inspection) at a cost of $.20 per minute. Actual costs for the production of
12,000 sets were $138,240 for materials (128,000 yards purchased and used @ $1.08 per yard) and $55,200 for
labor (230,000 minutes @ $.24 per minute).
Required: Compute each of the following variances. Indicate whether the variance is favorable (F) or
unfavorable (U).
Direct materials price variance
Direct materials usage variance
Direct labor rate variance
Direct labor efficiency variance
117. Bayou Barbecue Inc. bottles and sells barbecue sauce. In the current year, the company had expected to
sell 500,000 bottles but actually bottled and sold 600,000 bottles. The standard direct materials cost for each
bottle is $.36 comprised of 12 ounces of material at a cost of $.03 per ounce. During the year, 7,800,000 ounces
of material was purchased out of which 7,350,000 ounces were used at a cost of $.035 per ounce.
Required: Compute each of the following variances. Indicate whether the variance is favorable (F) or
unfavorable (U).
Direct materials price variance
Direct materials usage variance
Direct materials price variance = 7,800,000 ($.035 – $.03) = $39,000 U
A.
Direct materials price variance = AQ (AP – SP)
Direct materials price variance = 128,000 ($1.08 – $1.10) = $2,560 F
B.
Direct materials usage variance = SP (AQ – SQ) where SQ = 12,000 ´ 10 yards = 120,000 yards
Direct materials usage variance = $1.10 (128,000 – 120,000) = $8,800 U
C.
Direct labor rate variance = AH (AR – SR)
Direct labor rate variance = 230,000 ($.24 – $.20) = $9,200 U
D.
Direct labor efficiency variance = SR (AH – SH) where SH = 12,000 ´ 20 min = 240,000 min
Direct labor efficiency variance = $.20 (230,000 – 240,000) = $2,000 F