EPS Calculation for Stock Market Series

EPS Calculation

Prev Question Next Question

Question

A market strategist with East Coast Brokerage is examining a stock market series and trying to determine an appropriate EPS figure. In her analysis, this market strategist has determined the following information:

1. Regressing sales for the series against Nominal GDP, the sales figure for the index has been estimated at: $21.

2. Analyzing capacity utilization rates, foreign competition, rates of inflation and unit labor costs, the operating profit margin for the series has been determined to be 32%.

3. Creating a time series based upon inputs such as levels of capital expenditures and PP&E turnover, next year's depreciation-per-share has been determined to be $1.10.

4. Creating a time series based upon levels of debt outstanding and prevailing debt yields, the interest expense for next year is determined to be $1.03 per share.

5. Coordinating his research with a legislative consultant, the corporate tax rate for this series has been estimated at: 35.15%.

Using this information, what is the EPS figure for this stock market series?

Answers

Explanations

Click on the arrows to vote for the correct answer

A. B. C. D. E. F.

Explanation

All of the necessary information has been provided in this example. To determine the EPS for a stock market series, the following steps are necessary:

Step 1: Estimate sales-per-share for the series:

Step 2: Estimate operating profit margin for the series

Step 3: Estimate the depreciation-per-share for next year

Step 4: Estimate the interest expense-per-share for the next year

Step 5: Estimate next year's corporate tax rate

Once these five steps have been completed, the calculation of EPS for a stock market series is found by the following:

EPS = [(Sales per share * Operating profit margin) - Depreciation-per-share - Interest Expense] * (1 -Corporate Tax Rate)

The calculation of EPS for this stock market series is shown as follows: EPS = [($21 * 0.32) - $1.10 - $1.03] * (1 - 0.3515) = $2.98