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Vaughn Enterprises is a boutique guitar manufacturer. The company produces both acoustic and electric guitars for...


Vaughn Enterprises is a boutique guitar manufacturer. The company produces both acoustic and electric guitars for rising and established professional musicians. Vanessa Aaron, the company’s sales manager, prepared the following sales forecast for 2018. The forecasted sales prices include a 5% increase in the acoustic guitar price and a 10% increase in the electric guitar price, to cover anticipated increases in raw materials prices.

Sales Price 1st Quarter 2nd Quarter 3rd Quarter 4th Quarter
Acoustic guitar sales $1,200 190 250 310 325
Electric guitar sales $2,350 400 370 300 370

Each acoustic guitar requires a maple neck blank, which Vaughn purchases for $45. On December 31, 2017, Vaughn had 410 neck blanks in inventory. Spoilage during the production process results in a standard quantity of 1.5 necks per acoustic guitar. Because of recent delivery problems, Vaughn wants to maintain an ending inventory equal to 50% of the following quarter’s production needs. Since the supplier has assured Vaughn that the delivery issues will be resolved by the end of December, Vaughn wants only 350 neck blanks in inventory on December 31, 2018. Prepare the purchases budget for neck blanks for 2018. (Enter "per guitar" value to 1 decimal place, e.g. 3.1. Round all other answers to 0 decimal places, e.g. 153.)

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Answer #1
Purchase budget:
1st quarter 2nd quarter 3rd quarter 4th quarter Total
Forecasted sales of Acoustic guitar a 190 250 310 325
Standard quantity of necks per acoustic guitar b 1.5 1.5 1.5 1.5
Total necks required c=a*b 285 375 465 487.5
Add: Desired ending inventory 187.5 232.5 243.75 350
(Total necks required for the next quarter*50%) (375*50%) (465*50%) (487.5*50%) (given)
472.5 607.5 708.75 837.5
Less: Beginning inventory 410 187.5 232.5 243.75
(Ending inventory of previous quarter) (given)
Necks to be purchased 62.5 420 476.25 593.75
Purchase price per neck 45 45 45 45
Budgeted purchase in $ 2813 18900 21431 26719 69863
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