I am working with calculations that result in percentages (Rate = Commission / Sales) based on sales and commission for several products.
I've been struggling to find the appropriate equation to accurately calculate the contribution percentages, yellow-shaded cells.
Below is an example of data:
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- I would like to take the results one step further by determining the contribution that each product makes to the total rate, i.e. I need to be able to calculate a rate for each product that adds up to the total rate (9.4% for Budget, 8.5% for Actual).
- Additionally, I'm looking to determine the contribution of the variance between the budgeted and actual rates against the total variance - assume I can simply subtract the budget from the actual results from #1.
I've been struggling to find the appropriate equation to accurately calculate the contribution percentages, yellow-shaded cells.
Below is an example of data:
Budget | Actual | B/(W) | Contribution Rate Variance | ||||||||||
Sales | Commission | Rate | Sales | Commission | Rate | Rate | Budget* | Actual* | B/(W) | ||||
Product A | $1,000 | $120 | 12.0% | $1,000 | $100 | 10.0% | (2.0%) | 0.0% | |||||
Product B | $750 | $45 | 6.0% | $750 | $50 | 6.7% | 0.7% | 0.0% | |||||
Product C | $1,200 | $144 | 12.0% | $1,200 | $125 | 10.4% | (1.6%) | 0.0% | |||||
Product D | $800 | $56 | 7.0% | $800 | $50 | 6.3% | (0.8%) | 0.0% | |||||
Product E | $900 | $72 | 8.0% | $900 | $70 | 7.8% | (0.2%) | 0.0% | |||||
$4,650 | $437 | 9.4% | $4,650 | $395 | 8.5% | (0.9%) | 9.4% | 8.5% | (0.9%) | ||||
Sum of Rate column: | 45.0% | 41.1% | (3.9%) | 9.4% | 8.5% | (0.9%) | |||||||
Comments: | |||||||||||||
Rate = Sales/Commission ; B/(W) = Actual - Budget | |||||||||||||
* Need to calculate percentage contribution that add up to 9.4% and 8.5% for Budget and Actual, respectively |
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