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What is the Expected Return Calculator?

Use the free Expected Return Calculator to solve your problems. This online tool requires no accounts or downloads. Type your input values. The calculator outputs precise answers in real time. It runs the formula E(R) = Sigma(probability * return) to compute results.

You can use this tool for school work, homework, or quick everyday calculations. Every solver on CalcUnit.net is built to be accurate and fast. It works on mobile screens and computers.

How to Use the Expected Return Calculator

  1. 1Open the Expected Return Calculator on CalcUnit.net.
  2. 2Type your numbers in the input boxes. The calculator computes the outputs automatically.
  3. 3Click the unit selector to switch units if needed.
  4. 4Watch the results update instantly as you type. You do not need to click solve.
  5. 5Click the bookmark icon to save this page for later.
  6. 6Click the examples buttons to load preset numbers and see how calculations work.

Formula

E(R) = Sigma(probability * return)

This is the core equation the Expected Return Calculator uses to calculate results. Enter values in the calculator above to see it in action.

Common Examples

ScenarioCalculationResult
Standard CalculationCalculate expected return calculator using common valuesCheck the outputs above
Custom InputChange the numbers to match your specific problemResult updates instantly
Extreme ValuesType zero or large values to test formulasSolver handles edge cases correctly

Value Reference Table

Explore calculated outputs for standard inputs. Calculated in real time using the formula.

Probability - Scenario 1Total ProbabilityExpected ReturnVarianceStandard Deviation
1 Probability - Scenario 176.08.9034.77965.90
2 Probability - Scenario 177.08.8038.74886.22
5 Probability - Scenario 180.08.5050.30007.09
10 Probability - Scenario 185.08.0068.40008.27
20 Probability - Scenario 195.07.00100.550010.03
50 Probability - Scenario 1125.04.00170.000013.04
100 Probability - Scenario 1175.0-1.00231.750015.22
250 Probability - Scenario 1325.0-16.00702.000026.50
500 Probability - Scenario 1575.0-41.006935.750083.28
1000 Probability - Scenario 11075.0-91.0073590.7500271.28

Practice Problems

Check your understanding with these practice problems. Click a problem to reveal its correct calculated answer.

Q1

Find the calculation output for an input value of 5 Probability - Scenario 1.

Show Answer
Given Probability - Scenario 1 = 5, the calculated output is: Total Probability: 80.0, Expected Return: 8.50, Variance: 50.3000, Standard Deviation: 7.09.
Q2

Find the calculation output for an input value of 20 Probability - Scenario 1.

Show Answer
Given Probability - Scenario 1 = 20, the calculated output is: Total Probability: 95.0, Expected Return: 7.00, Variance: 100.5500, Standard Deviation: 10.03.
Q3

Find the calculation output for an input value of 100 Probability - Scenario 1.

Show Answer
Given Probability - Scenario 1 = 100, the calculated output is: Total Probability: 175.0, Expected Return: -1.00, Variance: 231.7500, Standard Deviation: 15.22.
Q4

Find the calculation output for an input value of 250 Probability - Scenario 1.

Show Answer
Given Probability - Scenario 1 = 250, the calculated output is: Total Probability: 325.0, Expected Return: -16.00, Variance: 702.0000, Standard Deviation: 26.50.
Q5

Find the calculation output for an input value of 1000 Probability - Scenario 1.

Show Answer
Given Probability - Scenario 1 = 1000, the calculated output is: Total Probability: 1075.0, Expected Return: -91.00, Variance: 73590.7500, Standard Deviation: 271.28.

Calculation Progression Roadmap

The internal flow diagram outlining how the calculator processes and solves input values.

01

Parameter Identification

Identify and input all required scalar variables and initial conditions.

02

Unit Standardization

Convert all input values to standardized baseline units.

03

Equation Evaluation

Evaluate the primary mathematical equations using topological solver sequence.

04

Precision Control

Apply numerical rounding and control decimals based on standard tolerances.

05

Multi-unit Conversion

Project outputs across various metric and imperial scales for comparison.

Real-World Examples

Discover how this formula applies to active professional, academic, and industrial workflows.

1

Industrial & Manufacturing

In a industrial & manufacturing setting, an operator inputs 10 Probability - Scenario 1. The calculated standard outcome resolves to Total Probability: 85.0, Expected Return: 8.00, Variance: 68.4000, Standard Deviation: 8.27.

2

Academic Homework & Exams

In a academic homework & exams setting, an operator inputs 50 Probability - Scenario 1. The calculated standard outcome resolves to Total Probability: 125.0, Expected Return: 4.00, Variance: 170.0000, Standard Deviation: 13.04.

3

Professional Engineering Audit

In a professional engineering audit setting, an operator inputs 200 Probability - Scenario 1. The calculated standard outcome resolves to Total Probability: 275.0, Expected Return: -11.00, Variance: 422.7500, Standard Deviation: 20.56.

4

Laboratory & Research Work

In a laboratory & research work setting, an operator inputs 500 Probability - Scenario 1. The calculated standard outcome resolves to Total Probability: 575.0, Expected Return: -41.00, Variance: 6935.7500, Standard Deviation: 83.28.

5

DIY Project Calculations

In a diy project calculations setting, an operator inputs 1000 Probability - Scenario 1. The calculated standard outcome resolves to Total Probability: 1075.0, Expected Return: -91.00, Variance: 73590.7500, Standard Deviation: 271.28.

Quick Facts

  • Formula: E(R) = Sigma(probability * return)
  • Category: stocks
  • Uses: expected return, probability, portfolio, stocks
  • Price: Free — no account needed

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Frequently Asked Questions

The Expected Return Calculator is a free online solver. It helps you calculate probability-weighted expected return of an investment across multiple scenarios. You do not need to register or install files.