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| Subject:
Sales variances
Category: Business and Money > Accounting Asked by: gofigure99-ga List Price: $25.00 |
Posted:
01 Aug 2005 10:35 PDT
Expires: 31 Aug 2005 10:35 PDT Question ID: 550449 |
Dollar amounts in thousands
Budget info:
Item 1 Item 2 Item 3 total
Sales, unit 1,000 1,000 2,000 4,000
Sales, dollar 1000 1000 3000 6000
variable costs 700 1600 2300 4600
contribution margin 300 400 700 1400
manuf fixed cost 200 200 300 700
product margin 100 200 400 700
market admin cost
(all fixed) 250
Operating profit 450
Actual info:
Item 1 Item 2 Item 3 total
Sales, unit 800 1000 2,100 3900
Sales, dollar 810 2000 3000 5810
variable costs 560 1610 2320 4490
contribution margin 250 390 680 1320
manuf fixed cost 210 220 315 745
product margin 40 170 365 575
market admin cost
(all fixed) 250
Operating profit 300
Industry volume estimated at 40,000 items for budgeting purpose.
Acutal volume for April is 38,000 units
a. What is the sales price variance
b. What is the sales volume variance
c. Revenue sales mix
d. Sales quantity
e. Market size
f. market - share components | |
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| Subject:
Re: Sales variances
Answered By: omnivorous-ga on 02 Aug 2005 07:35 PDT Rated: ![]() |
Gofigure99 ? A. SALES PRICE VARIANCE Original budgetary assumptions were: Item 1: $1.00 per unit Item 2: $1.00 per unit Item 3: $1.50 per unit Actuals were: Item 1: $1.1025 Item 2: $2.00 Item 3: $1.4286 So the difference or variance between each is (brackets for negative numbers): Item 1: $0.0125 Item 2: $1.00 Item 3: ($0.0714) But in seeking the sales price variance, you?re seeking the change in your actual revenues caused by price, so it?s now the total of these three items: Item 1 revenue change: $0.0125 * 800 = $10.00 Item 2 revenue change: $1 * 1,000 = $1,000 Item 3 revenue change: ($0.0714) * 2,100 = ($149.94) TOTAL PRICE VARIANCE = $860.06 B. SALES VOLUME VARIANCE Budget: Item 1: 1,000 units Item 2: 1,000 Item 3: 2,000 Actual: Item 1: 800 Item 2: 1,000 Item 3: 2,100 Difference: Item 1: (200) Item 2: 0 Item 3: 100 Variance in revenues: Item 1: (200) * $1.0125 = ($202.50) Item 2: 0 Item 3: 100 * $1.4286 = $142.86 TOTAL VOLUME VARIANCE: ($59.46) C. REVENUE SALES MIX Item 1:$810/$5,810 = 13.94 % Item 2: $2,000/$5,810 = 34.42% Item 3: $3,000/$5,810 = 51.64% D. SALES QUANTITY (MIX) The sales quantity if 3,900 units. In figuring market share, if quantity is used (see question E), the mix is: Item 1: 800/3,900 = 20.51% Item 2: 1,000/3,900 = 25.64% Item 3: 2,100/3,900 = 53.85% E. MARKET SIZE Industry volume is 38,000 units, giving us a unit share of 10.26%. We can figure market size by assuming we have the same 10.26% share in revenues (that the industry has the same average selling price for each type of unit) ? $5,810,000 / 0.1026 = $56,627,680 F. MARKET SHARE COMPONENTS The market share components are unit share; revenue share; and segment data. Unit share has already been calculated ? as has revenue share ? and both are 10.26%. However, it?s helpful to know the segment size for each item for the industry. We may find that average sales prices are different for other companies ? or that their sales mix is different ? leading to price changes or other action to be more competitive. Segment and share data is also helpful in budgeting for future months because each industry has periods that are busier. OUR PRODUCT MIX: Item 1: 800/3,900 = 20.51% Item 2: 1,000/3,900 = 25.64% Item 3: 2,100/3,900 = 53.85% ASSUMED INDUSTRY PRODUCT MIX (April = 38,000): Item 1: 7,794 Item 2: 9,743 Item 3: 20,463 This last category ?share components? is somewhat vague, so please let me know via a Clarification Request if some portion of the analysis is missing. Best regards, Omnivorous-GA | |
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gofigure99-ga
rated this answer:
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| Subject:
Re: Sales variances
From: calo-ga on 14 Sep 2005 08:39 PDT |
I think some of the confusion arises from the use of the word variance. In the instances above: "I am looking for the variance between what is budgeted and what is actual." "So the difference or variance between each is (brackets for negative numbers)." This "variance" is actually a difference or deviation. The terms are not interchangeable in a statistical sense. Variance refers to a spread or scatter, while deviation refers to a difference or subtraction. |
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