To calculate the average sale price of all jobs using the two measures you've described, you'll need to use both measures in a specific way. Here's a general approach:
- Use the First Measure (Est + Jobs): This measure gives you the total count of estimates and jobs. Let's call this TotalCount.
- Use the Second Measure (Est Price + Job Price): This measure gives you the total sell price of estimates and jobs combined. Let's call this TotalPrice.
- Calculate Average Sale Price:
- If you want the average sale price across both estimates and jobs, you would divide the TotalPrice by the TotalCount. This gives you the average sale price per estimate/job.
- Average Sale Price=TotalPriceTotalCount
- Average Sale Price=
- TotalCount
- TotalPrice
-
- However, if you specifically want the average sale price for jobs only, and assuming you have a way to separate the total sell price and count of jobs from estimates, you would use those specific totals. Let's say JobsCount is the total count of jobs and JobsPrice is the total sale price of jobs, then:
- Average Job Sale Price=JobsPriceJobsCount
- Average Job Sale Price=
- JobsCount
- JobsPrice
-
- Implementation in a Data Analysis Tool: The exact method to implement this depends on the tool you're using (like SQL, Excel, a BI tool, etc.). You'll typically create a new measure or formula using the existing measures.
- Considerations:
- Ensure that the data types are compatible (e.g., both count and price should ideally be numeric).
- Be mindful of how null values are handled in your dataset.
- If the estimates and jobs are significantly different in nature, averaging them together might not give a meaningful result, so focusing just on jobs might be more appropriate.
If you can provide more specific details about the data or the tool you're using, I could offer more tailored advice.
