Discrepancy Rate Calculator
Definitions
- Discrepancy Rate (DR): The percentage of discrepancies found in the total number of impressions.
- Discrepancies (D): The number of errors or inconsistencies found in the impressions.
- Impression Count (I): The total number of impressions or instances being evaluated.
Example
Let's say you have 10 discrepancies in 500 impressions. Using the formula:
\[
DR = \frac{10}{500} \times 100
\]
We get:
\[
DR = 2 \%
\]
So, the discrepancy rate is 2%.
Extended information about "Discrepancy-Rate-Calculator"
How to Calculate Percentage Discrepancy
Formula: \( % \text{Discrepancy} = \left| \frac{\text{Experimental Value} - \text{Theoretical Value}}{\text{Theoretical Value}} \right| \times 100 \)
- \( % \text{Discrepancy} \): Percentage discrepancy
- \( \text{Experimental Value} \): Measured value
- \( \text{Theoretical Value} \): Expected value
Example: \( % \text{Discrepancy} = \left| \frac{9.8 - 10}{10} \right| \times 100 \)
How to Calculate Statistical Discrepancy
Formula: \( \text{Statistical Discrepancy} = \text{GDP (Income Approach)} - \text{GDP (Expenditure Approach)} \)
- \( \text{Statistical Discrepancy} \): Difference between GDP calculated by income and expenditure approaches
- \( \text{GDP (Income Approach)} \): GDP calculated using income approach
- \( \text{GDP (Expenditure Approach)} \): GDP calculated using expenditure approach
Example: \( \text{Statistical Discrepancy} = 2000 - 1980 \)
How to Calculate Relative Discrepancy
Formula: \( \text{Relative Discrepancy} = \frac{\left| \text{Experimental Value} - \text{Theoretical Value} \right|}{\text{Theoretical Value}} \)
- \( \text{Relative Discrepancy} \): Relative discrepancy
- \( \text{Experimental Value} \): Measured value
- \( \text{Theoretical Value} \): Expected value
Example: \( \text{Relative Discrepancy} = \frac{\left| 9.5 - 10 \right|}{10} \)
Percent Discrepancy Formula in Physics
Formula: \( \text{Discrepancy} = \left| \frac{\text{Experimental Value} - \text{Theoretical Value}}{\text{Theoretical Value}} \right| \times 100 \)
- \( % \text{Discrepancy} \): Percentage discrepancy
- \( \text{Experimental Value} \): Measured value
- \( \text{Theoretical Value} \): Expected value
Example: \( \text{Discrepancy} = \left| \frac{9.7 - 10}{10} \right| \times 100 \)
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