Financial Management and Business Data Analytics · Leverage Analyses and EBIT - EPS Analysis
EBIT-EPS Analysis: Method, Indifference Point and Chart
Updated 10 October 2026 · Fact-checked
EBIT-EPS analysis compares financing plans (equity, debt, preference) by the earnings per share each gives at different EBIT levels. For each plan, deduct interest, tax and preference dividend from EBIT, then divide by the number of equity shares. Equate two plans' EPS to find the indifference point, above which the more leveraged plan wins.
Understand EBIT-EPS Analysis
When a company needs new funds, it can issue equity shares, raise debt, or issue preference shares. Each choice changes the earnings left for each equity share. EBIT-EPS analysis shows this effect by calculating EPS (earnings per share) for each plan at different levels of EBIT (earnings before interest and tax).
Debt brings fixed interest, which is tax-deductible, but adds no new shares. Preference shares bring a fixed dividend, which is paid after tax, and also add no equity shares. Equity brings no fixed charge, but it increases the number of shares that share the profit. So at low EBIT, equity gives better EPS. At high EBIT, debt or preference gives better EPS, because the fixed charge is spread over a bigger profit and fewer shares share it.
The EBIT level where two plans give the same EPS is the indifference point. Below it, the plan with less fixed charge is better. Above it, the plan with more leverage is better. The financial breakeven point is the EBIT at which EPS of a plan is exactly zero. It is just enough to cover interest and the pre-tax equivalent of preference dividend.
On a chart, put EBIT on the horizontal axis and EPS on the vertical axis. Each plan is a straight line. A plan with fewer shares has a steeper line. A plan with more fixed charges starts further to the right on the EBIT axis. The point where two lines cross is the indifference point. Your choice depends on where the company's expected EBIT lies compared with that point. Remember that EPS is not the only test: risk also matters, because heavy debt makes EPS more volatile.
Key rules to remember
- EPS for a plan
- EPS = [(EBIT − I) × (1 − t) − PD] ÷ N
- I = total interest under the plan (old plus new debt), t = tax rate, PD = preference dividend, N = number of equity shares after the plan.
- Indifference point (no preference shares)
- EBIT = (N2 × I1 − N1 × I2) ÷ (N2 − N1)
- Plan 1 has N1 shares and interest I1; plan 2 has N2 shares and interest I2. Works when the tax rate is the same in both plans, as the (1 − t) factor cancels.
- Indifference point (general, with preference)
- (EBIT − I1 − PD1 ÷ (1 − t)) ÷ N1 = (EBIT − I2 − PD2 ÷ (1 − t)) ÷ N2
- Gross up the preference dividend by dividing by (1 − t), then solve for EBIT.
- Financial breakeven EBIT
- EBIT = I + PD ÷ (1 − t)
- EPS is zero at this EBIT. It is the x-axis intercept of the plan's line on the chart.
- Number of new shares
- New shares = Amount raised ÷ Issue price per share
- Add to existing shares to get N.
How to solve EBIT-EPS Analysis questions
Use this layout for any EBIT-EPS question. It gives step marks even if a later figure goes wrong.
- 1List the existing capital: equity shares, existing debt and interest, preference shares and dividend. Note the tax rate and the amount of new funds needed.
- 2For each financing plan, work out new shares (amount ÷ issue price), total interest (old plus new) and total preference dividend.
- 3Make one column per plan and rows for EBIT, less interest, EBT, less tax, PAT, less preference dividend, earnings for equity, number of shares, and EPS.
- 4Fill the EPS table for each EBIT level given in the question. Do not reuse the tax figure of one plan in another.
- 5If asked for the indifference point, equate the EPS expressions of the two plans and solve for EBIT. Prove it by checking that both plans give the same EPS at that EBIT.
- 6Compute financial breakeven EBIT for each plan if asked, using I + PD ÷ (1 − t).
- 7Compare expected EBIT with the indifference point and state the best plan. Mention that the plan with higher EPS at expected EBIT is preferred on this test, but financial risk should also be considered.
- 8If a chart is asked for, plot two points for each plan (for example, EPS at two EBIT levels, or zero at the breakeven), join them, label axes, plans and the crossing point.
Quickest way: Indifference point first, then compare
When to use it: Use when the question asks only for the best plan at a given expected EBIT, or gives two plans with a time limit.
- Write N and total interest (I) for each plan in a small box.
- Apply EBIT = (N2 × I1 − N1 × I2) ÷ (N2 − N1). If preference is involved, add PD ÷ (1 − t) to I first.
- Compare expected EBIT with the result. Above it, choose the plan with more fixed charge and fewer shares. Below it, choose the other.
- Do a single EPS check at the indifference point to prove both plans match, then compute the EPS at the expected EBIT for the final answer.
Common mistakes in EBIT-EPS Analysis
Ignoring existing interest when adding new debt
Students only see the new loan in the plan and forget the old debentures or loans already in the balance sheet.
Fix: Always write total interest = old interest + new interest for each plan before building the table.
Deducting preference dividend before tax
Preference dividend looks like a charge, so it gets treated like interest.
Fix: Preference dividend is paid out of profit after tax. Deduct it after PAT, and gross it up by (1 − t) when solving for the indifference point.
Wrong number of shares
Students forget to add existing shares, or divide by face value instead of issue price when the shares are issued at a premium.
Fix: New shares = amount raised ÷ issue price. Then add the existing shares.
Saying debt is always better
Debt is cheaper and gives tax saving, so it is assumed to win.
Fix: Debt wins only when expected EBIT is above the indifference point. Below it, equity gives higher EPS.
Errors in the chart
Axes are swapped, lines are not labelled, or the breakeven intercepts are ignored.
Fix: EBIT goes on the x-axis and EPS on the y-axis. Plot each line from its two points, mark the crossing as the indifference point, and label the breakeven points.
Sign error while solving the indifference equation
Cross multiplication with negative interest differences creates confusion.
Fix: Keep the same plan labelling in the numerator and denominator, and always check by substituting the answer back into both EPS expressions.
Worked examples
Example 1
Rao Ltd has 1,00,000 equity shares of ₹10 each and no debt. It needs ₹10,00,000 and has three options. Plan A: issue 10,000 equity shares at ₹100 each. Plan B: raise 10% debentures of ₹10,00,000. Plan C: issue 10% preference shares of ₹10,00,000. Tax rate is 25%. (a) Compute EPS under each plan at EBIT of ₹3,00,000. (b) Find the indifference point between Plan A and Plan B.
Show the solution
- Shares: Plan A = 1,00,000 + 10,000 = 1,10,000. Plans B and C = 1,00,000. Interest: Plan B = ₹1,00,000. Preference dividend: Plan C = ₹1,00,000.
- Plan A at EBIT ₹3,00,000: no interest, so EBT = ₹3,00,000. Tax at 25% = ₹75,000. PAT = ₹2,25,000. EPS = 2,25,000 ÷ 1,10,000 = ₹2.05 (approx).
- Plan B: EBT = 3,00,000 − 1,00,000 = ₹2,00,000. Tax = ₹50,000. PAT = ₹1,50,000. EPS = 1,50,000 ÷ 1,00,000 = ₹1.50.
- Plan C: EBT = ₹3,00,000. Tax = ₹75,000. PAT = ₹2,25,000. Less preference dividend ₹1,00,000 = ₹1,25,000. EPS = 1,25,000 ÷ 1,00,000 = ₹1.25.
- Indifference point A and B: plan 1 = A with N1 = 1,10,000 and I1 = 0. Plan 2 = B with N2 = 1,00,000 and I2 = 1,00,000.
- EBIT = (N2 × I1 − N1 × I2) ÷ (N2 − N1) = (0 − 1,10,000 × 1,00,000) ÷ (1,00,000 − 1,10,000) = (0 − 11,00,00,00,000) ÷ (−10,000) = ₹11,00,000.
- Check: Plan A EPS = 11,00,000 × 0.75 ÷ 1,10,000 = ₹7.50. Plan B EPS = (11,00,000 − 1,00,000) × 0.75 ÷ 1,00,000 = ₹7.50. Both match.
Answer: At EBIT of ₹3,00,000, EPS is ₹2.05 (Plan A), ₹1.50 (Plan B) and ₹1.25 (Plan C), so equity is best at this level. The indifference point between A and B is EBIT of ₹11,00,000. Above it, debentures give higher EPS.
Example 2
Kapoor Ltd has 2,00,000 equity shares of ₹10 each and 12% debentures of ₹5,00,000. It needs ₹10,00,000 more. Plan X: issue 1,00,000 equity shares at ₹10 each. Plan Y: raise 14% debentures of ₹10,00,000. Tax rate is 30%. (a) Find the indifference EBIT. (b) Find the financial breakeven EBIT of each plan. (c) Which plan is better if expected EBIT is ₹5,00,000?
Show the solution
- Existing interest = 12% of 5,00,000 = ₹60,000.
- Plan X: shares N = 2,00,000 + 1,00,000 = 3,00,000. Interest = ₹60,000.
- Plan Y: shares N = 2,00,000. Interest = 60,000 + 14% of 10,00,000 (₹1,40,000) = ₹2,00,000.
- Indifference EBIT = (N_Y × I_X − N_X × I_Y) ÷ (N_Y − N_X) = (2,00,000 × 60,000 − 3,00,000 × 2,00,000) ÷ (2,00,000 − 3,00,000) = (12,00,00,00,000 − 60,00,00,00,000) ÷ (−1,00,000) = (−48,00,00,00,000) ÷ (−1,00,000) = ₹4,80,000.
- Check at ₹4,80,000: X EPS = (4,80,000 − 60,000) × 0.70 ÷ 3,00,000 = 2,94,000 ÷ 3,00,000 = ₹0.98. Y EPS = (4,80,000 − 2,00,000) × 0.70 ÷ 2,00,000 = 1,96,000 ÷ 2,00,000 = ₹0.98.
- Financial breakeven: Plan X = ₹60,000 (interest only, no preference). Plan Y = ₹2,00,000.
- At EBIT ₹5,00,000: X EPS = (5,00,000 − 60,000) × 0.70 ÷ 3,00,000 = 3,08,000 ÷ 3,00,000 = ₹1.03 (approx). Y EPS = (5,00,000 − 2,00,000) × 0.70 ÷ 2,00,000 = 2,10,000 ÷ 2,00,000 = ₹1.05.
- Expected EBIT ₹5,00,000 is above the indifference point ₹4,80,000, so Plan Y gives higher EPS.
Answer: Indifference EBIT is ₹4,80,000. Financial breakeven EBIT is ₹60,000 for Plan X and ₹2,00,000 for Plan Y. At expected EBIT of ₹5,00,000, Plan Y (debentures) is better with EPS of ₹1.05 against ₹1.03, but the margin is thin and Plan Y carries higher financial risk.
Exam tips
- Draw the EPS table with one column per plan. Even if the final answer slips, the layout earns step marks in the 14-mark question.
- For MCQs, estimate first: if expected EBIT is above the indifference EBIT, the plan with more fixed charge and fewer shares wins. Check this before doing the full calculation.
- Always prove the indifference point by finding EPS for both plans at that EBIT. It takes a minute and confirms your answer.
- When a chart is asked, show two points per line, the axes with labels, the crossing point, and a one-line conclusion about which plan is best in each zone.
- Write the final recommendation with a reason, and mention financial risk in one line. Examiners look for the interpretation, not just the number.
Practice questions from Leverage Analyses and EBIT - EPS Analysis
- Meera Pharma has sales of ₹20,00,000, variable costs of 40% of sales and fixed costs of ₹6,00,000. It has ₹10,00,000 of 10% debentures and 2…
- Sharma Textiles Ltd has a degree of operating leverage (DOL) of 2.5 and a degree of financial leverage (DFL) of 1.6. What is its degree of c…
- Using the indifference point of ₹3,60,000 between an all-equity plan and a debt-equity plan, Kaveri Industries expects EBIT of ₹6,00,000 con…
- Sundaram Textiles Ltd has EBIT of ₹8,00,000 and annual interest on debentures of ₹2,00,000. There is no preference dividend. What is its Deg…
- A firm's DOL is 1.8 at its current sales level. Which statement about its DCL is correct if the company has no debt and no preference shares…
EBIT-EPS Analysis in other exams
The same ground in other exams, if you are preparing for more than one or want another angle on it.
EBIT-EPS Analysis: frequently asked questions
What is the indifference point in EBIT-EPS analysis?
It is the EBIT level at which two financing plans give the same EPS. Below it, the plan with less fixed charge gives higher EPS. Above it, the plan with more leverage gives higher EPS.
How do I treat preference dividend in EBIT-EPS analysis?
Preference dividend is not tax-deductible, so subtract it after tax from PAT. To solve for the indifference EBIT, divide it by (1 − t) and treat it as a pre-tax charge like interest.
How do I draw the EBIT-EPS chart?
Plot EBIT on the x-axis and EPS on the y-axis. For each plan, calculate EPS at two EBIT levels, plot the points and join them with a straight line. The point where two lines cross is the indifference point, and the point where a line meets the x-axis is its financial breakeven.
Does a higher EPS always mean the better financing plan?
No. EPS analysis ignores risk. A plan with heavy debt can give higher EPS at expected EBIT but makes EPS more volatile and increases the chance of default if EBIT falls. In answers, state the EPS result and add a note on financial risk.