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Cost Accounting (14th Edition)

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526 CHAPTER 14 COST ALLOCATION, CUSTOMER-PROFITABILITY ANALYSIS, AND SALES-VARIANCE ANALYSIS<br />

(Flotoms). Delpino’s production standards require 1.60 tons of tomatoes to produce 1 ton of ketchup; 50% of the<br />

tomatoes are budgeted to be Latoms, 30% Caltoms, and 20% Flotoms. The direct material inputs budgeted to produce<br />

1 ton of ketchup are as follows:<br />

0.80 (50% of 1.6) ton of Latoms at $70 per ton $ 56.00<br />

0.48 (30% of 1.6) ton of Caltoms at $80 per ton 38.40<br />

0.32 (20% of 1.6) ton of Flotoms at $90 per ton ƒƒ28.80<br />

Total budgeted cost of 1.6 tons of tomatoes $123.20<br />

Budgeted average cost per ton of tomatoes is $123.20 ÷ 1.60 tons = $77 per ton.<br />

Because Delpino uses fresh tomatoes to make ketchup, no inventories of tomatoes are kept. Purchases are made<br />

as needed, so all price variances relate to tomatoes purchased and used. Actual results for June 2012 show that a total<br />

of 6,500 tons of tomatoes were used to produce 4,000 tons of ketchup:<br />

3,250 tons of Latoms at actual cost of $70 per ton $227,500<br />

2,275 tons of Caltoms at actual cost of $82 per ton 186,550<br />

ƒƒ975 tons of Flotoms at actual cost of $96 per ton<br />

ƒƒ93,600<br />

6,500 tons of tomatoes 507,650<br />

Budgeted cost of 4,000 tons of ketchup at $123.20 per ton ƒ492,800<br />

Flexible-budget variance for direct materials<br />

$ƒ14,850 U<br />

Given the standard ratio of 1.60 tons of tomatoes to 1 ton of ketchup, 6,400 tons of tomatoes should be used to produce<br />

4,000 tons of ketchup. At standard mix, quantities of each type of tomato required are as follows:<br />

Latoms: 0.50 * 6,400 = 3,200 tons<br />

Caltoms: 0.30 * 6,400 = 1,920 tons<br />

Flotoms: 0.20 * 6,400 = 1,280 tons<br />

Direct Materials Price and Efficiency Variances<br />

Exhibit 14-12 presents in columnar format the analysis of the flexible-budget variance for direct materials discussed<br />

in Chapter 7. The materials price and efficiency variances are calculated separately for each input material and then<br />

added together. The variance analysis prompts Delpino to investigate the unfavorable price and efficiency variances.<br />

Why did it pay more for tomatoes and use greater quantities than it had budgeted? Were actual market prices of tomatoes<br />

higher, in general, or could the purchasing department have negotiated lower prices? Did the inefficiencies result<br />

from inferior tomatoes or from problems in processing?<br />

Exhibit 14-12 Direct Materials Price and Efficiency Variances for the Delpino Corporation June 2012<br />

Actual <strong>Cost</strong>s<br />

Incurred:<br />

Actual Input Quantity<br />

Actual Price<br />

(1)<br />

Actual Input Quantity<br />

Budgeted Price<br />

(2)<br />

Flexible Budget:<br />

Budgeted Input Quantity<br />

Allowed for<br />

Actual Output<br />

Budgeted Price<br />

(3)<br />

Latoms:<br />

Caltoms:<br />

Flotoms:<br />

3,250 $70 = $227,500<br />

2,275 $82 = 186,550<br />

975 $96 = 93,600<br />

$507,650<br />

3,250 $70 = $227,500<br />

2,275 $80 = 182,000<br />

975 $90 = 87,750<br />

$497,250<br />

3,200 $70 = $224,000<br />

1,920 $80 = 153,600<br />

1,280 $90 = 115,200<br />

$492,800<br />

Level 3<br />

Level 2<br />

$10,400 U $4,450 U<br />

Price variance<br />

Efficiency variance<br />

$14,850 U<br />

Flexible-budget variance<br />

F = favorable effect on operating income; U = unfavorable effect on operating income.

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