Question
Smiths Department Store needs to decide which advertising budgeting method to use. The following information is needed to calculate Smiths advertising budget using all three
Smiths Department Store needs to decide which advertising budgeting method to use. The following information is needed to calculate Smiths advertising budget using all three methods.
- Affordable Budget Method
Last years sales were $9,815,000 and are projected to increase by 4.5% for next year. Last years expenses were 41% of last years sales and are projected to decrease by 1.5% for next year. Last year the business earned a profit of $4,587,600. Profit is expected to increase by 2% over last years figures. Based on the last years figures and the projected changes in sales, expenses and profit, calculated forecasted sales, expenses and profits for the upcoming year. Calculate the amount left to spend on advertising.
Forecasted sales $10,256,675 Forecasted expenses $4,051,387
Forecasted profit expectation $4,679,352
Amount left to spend on advertising $1,525,936
- Percentage of Sales Method
The following are the percentage of sales figures other department stores in the country use to determine advertising budgets. Calculate the mean or average for the industry: 5%, 7.5%, 4%, 11%, 9.75%, 10%, and 8%. The average or mean for the industry is _____
Based on the industry mean/average, and using the forecasted sales for Smiths in the affordable budget method from above, what is the amount Smiths should use for its advertising budget? _____
- Budget Based on Objectives Method
Below are the activities on which Smiths Department Store will base its budget for the entire year.
Month | Sales Goal | Sales Event | Advertising Cost | % of Sales |
January | $256,417 | Winter Clearance | $8,975 |
|
February | $299,153 | Valentines & Presidents Days | $14,958 |
|
March-April | $598,306 | Easter, Spring Fling | $50,856 |
|
May-June | $683,778 | Summer Days | $30,770 |
|
July | $854,723 | July 4th and Clearance | $66,241 |
|
August | $923,850 | Back to School | $64,670 |
|
September October | $1,500,730 | Fall Fashions | $127,562 |
|
November-December | $3,750,000 | Winter Sale | $337,500 |
|
December | $1,389,718 | General Christmas Sale | $90,332 |
|
Totals |
| XXXXX |
|
|
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