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Operating & Financial Leverage Calculator (DOL, DFL, DCL)
In short: leverage uses fixed costs to magnify how a sales change flows to profit. This calculator computes the degree of operating leverage (DOL = contribution margin ÷ EBIT), financial leverage (DFL = EBIT ÷ EBT) and combined leverage (DCL = DOL × DFL) from your cost and financing structure, showing the contribution margin, EBIT and EBT behind them.
The leverage formulas
DOL = contribution margin ÷ EBIT • DFL = EBIT ÷ EBT • DCL = DOL × DFL = contribution margin ÷ EBT, where CM = sales − variable costs, EBIT = CM − fixed costs, EBT = EBIT − interest.
Leverage is the use of fixed costs to magnify the effect of a change in sales on profit, and it is one of the central ideas in understanding a company risk. A business carries two kinds of fixed cost. Fixed operating costs, rent, salaries, depreciation, create operating leverage: because they do not move with sales, every change in sales produces a larger percentage change in operating profit.
Fixed financing costs, the interest on debt, create financial leverage: because interest is fixed, every change in operating profit produces a larger percentage change in the profit left for shareholders.
This calculator measures both, and their combination, as three degrees, the degree of operating leverage (DOL), the degree of financial leverage (DFL), and the degree of combined leverage (DCL), each a multiplier showing how many times a percentage change in sales is amplified on its way to the bottom line.
It computes them from either your totals (sales, variable costs, fixed costs, interest) or per-unit figures, and it shows the contribution margin, EBIT, and pre-tax profit behind the ratios. Because leverage cuts both ways, magnifying gains when sales rise and losses when they fall, these degrees are among the clearest measures of a company total risk, and this tool makes them concrete.
What leverage means
The word leverage captures the idea of a small force producing a large effect, and in finance the small force is a change in sales while the large effect is a change in profit. The mechanism is fixed costs. When a cost is fixed, it does not rise as sales rise, so extra sales contribute their full contribution margin to profit; nor does it fall as sales fall, so lost sales take their full contribution margin out of profit.
The result is that profit moves by a larger percentage than sales, and the more fixed cost in the structure, the greater the magnification. Operating leverage is this effect from fixed operating costs, measured at the level of operating profit; financial leverage is the same effect from fixed interest, measured at the level of profit after interest.
Both are neutral in themselves, they simply describe how sensitive profit is to sales, but that sensitivity is exactly what risk means: a highly leveraged business is a high-variance one, thriving when sales are strong and suffering sharply when they weaken.
The three degrees and their formulas
Leverage is quantified as a degree, a multiplier between the percentage change in sales and the percentage change in a profit measure. The degree of operating leverage is the contribution margin divided by operating profit, DOL = contribution margin ÷ EBIT, where the contribution margin is sales minus variable costs and EBIT is the contribution margin minus fixed operating costs. The degree of financial leverage is operating profit divided by pre-tax profit, DFL = EBIT ÷ EBT, where EBT is EBIT minus interest.
The degree of combined leverage multiplies the two, and equals the contribution margin divided by pre-tax profit, DCL = DOL × DFL = contribution margin ÷ EBT. Each degree says how many times a one percent change in sales is multiplied: a DOL of 2 turns a one percent sales change into a two percent EBIT change; a DCL of 2.67 turns it into a 2.67 percent change in net income.
This calculator computes all three from your figures and displays the contribution margin, EBIT, and EBT so the arithmetic behind each degree is visible.
Operating leverage in detail
Operating leverage arises from the mix of fixed and variable costs in a company operations. A business with heavy fixed costs, a factory, say, with expensive equipment and a salaried workforce, has high operating leverage: once those fixed costs are covered, additional sales drop almost entirely to operating profit, so profit soars as sales rise; but if sales fall, the fixed costs still must be paid, so profit collapses.
A business with mostly variable costs, such as a simple reseller whose main cost is the goods it buys, has low operating leverage: costs rise and fall with sales, so profit tracks sales closely and swings little. The degree of operating leverage, contribution margin over EBIT, captures this precisely: the larger the contribution margin relative to operating profit, meaning the more of the margin is being consumed by fixed costs, the higher the degree.
Operating leverage is therefore a structural feature of the business model, and it is the reason two companies with the same sales can have very different profit volatility.
Financial leverage in detail
Financial leverage arises from the use of debt, whose interest is a fixed financing cost. Because interest must be paid regardless of operating results, it plays the same amplifying role at the financing level that fixed operating costs play at the operating level.
When operating profit rises, interest stays flat, so the profit left for shareholders rises by a larger percentage; when operating profit falls, interest still must be covered, so the shareholders profit falls by a larger percentage, and if operating profit dips below the interest bill the company moves into loss. The degree of financial leverage, EBIT over EBT, measures this: the closer interest comes to consuming operating profit, the larger the gap between EBIT and EBT proportionally, and the higher the degree.
Financial leverage is thus a feature of the capital structure, the same debt-and-equity mix that drives the weighted average cost of capital and the leverage ratios elsewhere in this silo, and it explains why a debt-laden company earnings per share are so sensitive to its operating performance.
Combined leverage: the full multiplier
Operating and financial leverage act in sequence, and the degree of combined leverage captures both at once. A change in sales is first magnified by operating leverage into a larger change in operating profit, and that change in operating profit is then magnified again by financial leverage into an even larger change in net income. Multiplying the two degrees gives the total multiplier from sales all the way to the bottom line: DCL = DOL × DFL.
With a DOL of 2 and a DFL of 1.33, the combined degree is about 2.67, so a ten percent change in sales produces roughly a 26.7 percent change in net income. The combined degree is the most complete single measure of how sensitive a company profit is to its sales, and therefore of its total risk, because it rolls the risk of the cost structure and the risk of the financing into one number.
This calculator presents the combined degree as the headline figure, with the operating and financial degrees alongside, so you can see both the total and how much each layer contributes.
Five worked examples of operating and financial leverage
Example 1: degree of operating leverage
Contribution margin is 400,000 and EBIT 200,000. DOL = 400,000 ÷ 200,000 = 2.0. A 10% change in sales moves EBIT by about 20% — fixed operating costs amplify the swing.
Example 2: degree of financial leverage
EBIT is 200,000 and interest expense 50,000, so pre-tax profit is 150,000. DFL = 200,000 ÷ 150,000 = 1.33. A 10% change in EBIT moves earnings per share by about 13.3% — fixed interest amplifies it further.
Example 3: degree of combined leverage
DCL = DOL × DFL = 2.0 × 1.33 = 2.67. A 10% change in sales moves EPS by roughly 26.7%. Combined leverage chains the operating and financial effects into one total sensitivity.
Example 4: a highly leveraged firm
Contribution margin 500,000, EBIT 100,000, interest 80,000 (pre-tax profit 20,000). DOL = 5.0, DFL = 5.0, DCL = 25. Here a 10% sales rise more than doubles EPS — but a 10% fall is just as violent downward.
Example 5: reading the risk both ways
High leverage magnifies gains in good years and losses in bad ones. The firm in Example 4 thrives when sales grow but is fragile in a downturn; the firm in Example 1, with DCL 2.67, rides the cycle far more gently.
Three expert tips for working with leverage
Operating leverage is a cost-structure choice
High fixed costs raise DOL and the break-even point but drop more of each extra sale to profit. Capital-intensive firms carry high operating leverage by design — match it to how stable your demand is.
Financial leverage trades return for risk
Debt raises DFL and can lift returns to equity when EBIT is strong, but fixed interest bites hard when EBIT falls. Keep DFL within a range your earnings volatility can survive.
Watch combined leverage near break-even
DOL, DFL, and DCL all spike as profit approaches zero, because a small denominator explodes the ratio. Near break-even, tiny sales changes swing EPS enormously — the most dangerous zone to carry high leverage.
How the inputs move the degrees
Seeing how each input affects the degrees makes the mechanics clear. Raising fixed operating costs, while holding sales and variable costs constant, lowers EBIT and therefore raises the degree of operating leverage, because the contribution margin is now large relative to a smaller operating profit; a business loads more operating risk as it takes on more fixed cost. Raising interest lowers EBT and raises the degree of financial leverage, since the pre-tax profit shrinks relative to EBIT; more debt means more financial risk.
Raising sales, or widening the contribution margin, lifts both EBIT and EBT and so lowers all three degrees, which is why leverage falls as a company grows comfortably above break-even. And because the combined degree is the product of the other two, anything that raises either raises the combined figure.
Testing these one at a time in this calculator, nudging fixed costs, interest, or the sales mix and watching the degrees respond, quickly builds intuition for where a company risk is coming from and how sensitive its profit really is.
Leverage, break-even, and risk
Operating leverage is intimately connected to the break-even point, and understanding the link deepens the meaning of the degree. Just above break-even, operating profit is tiny, so the contribution margin dwarfs it and the degree of operating leverage is enormous: a small change in sales produces a huge percentage change in the sliver of profit, and a small dip can erase it entirely. As sales rise well above break-even, operating profit grows, the ratio shrinks, and the degree settles down.
So a company operating close to break-even is in a fragile, high-leverage state, while one operating well above it has a comfortable cushion and lower leverage. This is why leverage is fundamentally a measure of risk: it quantifies how exposed profit is to a shortfall in sales.
The same contribution-margin and fixed-cost inputs feed the break-even and cost-volume-profit analysis in the engineering-economics silo, so the two tools are complementary views of the same cost structure, one finding the break-even point, the other measuring the leverage around it.
Where leverage fits in the industrial-finance toolkit
The leverage degrees connect the operating and financing sides of this silo into one view of risk. Financial leverage is a direct expression of the capital structure, the same debt-and-equity mix that drives the weighted average cost of capital in the WACC calculator and that the debt-to-equity and interest-coverage ratios in the financial-ratios calculator describe; a company with a high debt ratio will show a high degree of financial leverage here.
Operating leverage links to the break-even and contribution-margin analysis and to the cost structure that shapes returns. And the total risk the combined degree measures is the counterpart to the return and value the ROI, ROIC, and EVA calculators compute: a business earning a high return with high combined leverage is riskier than one earning the same return with low leverage, a distinction the return figures alone do not show.
Read across the silo, the leverage calculator adds the risk dimension, revealing how much of a company profit variability comes from its cost structure and how much from its financing, from the same figures the other tools use.
Using leverage analysis in practice
In practice, leverage analysis is used to judge risk, to plan financing, and to understand a business model. An investor comparing two companies with similar returns will look at their combined leverage to see which carries more risk, preferring lower leverage when sales are uncertain and accepting higher leverage only when the reward and the stability of sales justify it. A manager deciding how to finance growth will weigh the extra financial leverage that debt brings against its lower cost, using the degree to see how much more volatile earnings would become.
A business designing its operations will consider operating leverage when choosing between fixed and variable cost structures, favouring variable costs when demand is uncertain to keep the degree, and the risk, low. And anyone forecasting profit will use the degrees to translate a sales scenario into a profit outcome quickly: multiply the expected percentage change in sales by the combined degree to estimate the change in net income.
This calculator supports all of these uses by producing the three degrees and the underlying profit figures instantly from a company cost and financing structure.
Common mistakes to avoid
A few errors recur with leverage analysis. The first is treating a point-estimate degree as valid over a wide range of sales, when in fact the degrees change as sales move, especially near break-even where operating leverage is extreme; the degree describes sensitivity at the current level, not across large swings. The second is confusing the two leverages or their sources, operating leverage comes from fixed operating costs and acts on EBIT, financial leverage comes from interest and acts on net income, and mixing them up misattributes risk.
The third is reading a high degree as simply bad, when it is only bad if sales are at risk; with stable sales, high leverage is an advantage. The fourth is ignoring that the degrees are undefined or meaningless when operating profit or pre-tax profit is zero or negative, a case this calculator flags rather than reporting a misleading number. And the fifth is forgetting that leverage measures risk, not return, so a leverage figure should always be read alongside profitability and the stability of sales.
This calculator computes the degrees exactly and warns on the degenerate cases, but the interpretation, matching leverage to the riskiness of the business, is yours.
Two ways to measure the degrees
There are two equivalent ways to arrive at a degree of leverage, and it helps to know both. The first is the definitional way: a degree is the percentage change in an output divided by the percentage change in sales, so if you have two periods you can compute the degree of operating leverage as the percentage change in EBIT divided by the percentage change in sales, and the degree of combined leverage as the percentage change in net income divided by the percentage change in sales.
This is the way the concept is usually introduced, and it makes the meaning of a degree, a multiplier of percentage changes, vivid. The second is the point-estimate way this calculator uses: from a single period cost structure, the degree of operating leverage equals the contribution margin divided by EBIT, and the combined degree equals the contribution margin divided by pre-tax profit. The two ways agree, and the point-estimate formulas are simply the algebraic result of applying the definition to a linear cost structure.
The advantage of the point-estimate approach is that it needs only one period of data, not two, which is why it is the practical choice for a calculator and the method here.
Choosing a cost structure
One of the most important strategic uses of operating leverage is in choosing how to build a cost structure in the first place, because the choice between fixed and variable costs is a choice about risk. Consider a company deciding whether to buy an expensive machine that would lower the variable cost of each unit, or to keep producing with more labour and less equipment.
Buying the machine raises fixed costs and lowers variable costs, which increases operating leverage: if sales are high the company earns much more, because the low variable cost means a fat contribution margin drops to profit, but if sales are low the heavy fixed cost of the machine becomes a burden.
Staying labour-intensive keeps fixed costs low and variable costs high, reducing operating leverage and making profit less sensitive to sales in either direction. Neither is right in the abstract; the decision hinges on how confident the company is in its sales volume.
A business sure of high, steady demand should embrace the high-leverage, low-variable-cost structure, while one facing uncertain demand is safer keeping costs variable. This calculator lets you model both structures and see how each changes the degree of operating leverage, turning an abstract trade-off into concrete numbers.
Leverage as a forecasting shortcut
Beyond measuring risk, the leverage degrees are a fast forecasting tool, because they turn a sales forecast directly into a profit forecast. Once you know a company degree of operating leverage, you can estimate the effect of any sales scenario on operating profit by multiplying: a projected eight percent rise in sales, at a degree of operating leverage of 2, implies roughly a sixteen percent rise in EBIT.
The combined degree does the same all the way to net income: multiply the projected percentage change in sales by the degree of combined leverage to estimate the percentage change in the bottom line. This makes leverage a natural companion to scenario planning, where you sketch optimistic and pessimistic sales cases and want to see quickly what each does to profit.
The shortcut is an approximation, valid for modest changes near the current level and less reliable for large swings that move the company toward or away from break-even, where the degrees themselves shift, but for the sensitivity analysis that managers run constantly it is both quick and illuminating.
This calculator gives you the degrees you need for that shortcut, and re-running it at a different sales level shows how the sensitivity itself changes as the business moves.
Why operating and financial leverage often trade off
A subtle but important point is that operating and financial leverage are frequently managed as substitutes rather than piled on top of each other, because a company total risk is what ultimately matters and the two leverages both add to it.
A business that is inherently high in operating leverage, one with heavy fixed operating costs, such as an airline, a hotel chain, or a semiconductor manufacturer, already has volatile operating profit, and layering a lot of debt on top would push its combined leverage to dangerous levels, so such businesses often finance conservatively with less debt to keep total risk in check.
Conversely, a business with low operating leverage, whose profits are stable because most costs are variable, can afford to carry more debt without making its bottom line dangerously volatile, so it may use more financial leverage.
This natural trade-off means the combined degree, not either component alone, is the figure to watch, and it explains why capital-intensive industries with high operating leverage tend to be less indebted than their asset-light peers.
Seeing the two degrees side by side in this calculator makes the trade-off visible: if one is already high, prudence usually argues for keeping the other low, so that the combined degree, and the total risk it represents, stays within the level the business and its owners can bear.
A note on interpretation and limits
For all their usefulness, the leverage degrees are point estimates built on a simplified, linear picture of costs, and it is worth holding them lightly. They assume costs divide cleanly into fixed and variable, when in reality many costs are semi-variable, stepping up in chunks as volume grows, so the neat contribution-margin arithmetic is an approximation. They describe sensitivity at the current sales level and lose accuracy over large swings, especially near break-even where operating leverage spikes.
And they measure only how profit responds to sales, not whether the level of profit is adequate or the sales themselves are likely, so a leverage figure is never a verdict on a business, only one dimension of its risk. The right way to use the degrees is as a lens that quantifies sensitivity and flags where a business is fragile, read alongside the level and stability of its sales, its profitability, and its cash position, not as a standalone score.
Treated that way, with an eye on their assumptions, the degrees this calculator produces are a powerful addition to the analytical toolkit, and they complete the industrial-finance silo by adding the risk dimension to the cost, return, and value the other tools measure. The habit worth forming is to compute the degrees whenever you assess a business alongside its returns, so that a high return is never mistaken for a safe one when it rests on heavy leverage, and a modest return is credited for the resilience that low leverage brings.
Risk and return are two sides of the same coin, and these degrees put a number on the side that profit figures alone leave out. Used consistently, that single discipline, always pairing the return you see with the leverage behind it, is what separates a durable read on a business from one that looks good only until sales turn.
Frequently asked questions
What is leverage in finance?
Leverage in finance is the use of fixed costs to magnify the effect of a change in sales on a company profits. There are two kinds. Operating leverage comes from fixed operating costs, such as rent, salaries, and depreciation: because these costs do not change when sales rise or fall, a given change in sales produces a proportionally larger change in operating profit.
Financial leverage comes from fixed financing costs, chiefly the interest on debt: because interest is fixed, a change in operating profit produces a proportionally larger change in the profit left for shareholders. Combined leverage is the two working together, from sales all the way down to net income.
This calculator measures all three as degrees, the degree of operating leverage (DOL), the degree of financial leverage (DFL), and the degree of combined leverage (DCL), each expressing how many times a percentage change in sales is multiplied on its way to the bottom line.
What are the DOL, DFL, and DCL formulas?
Each degree can be computed from a single set of figures for one period. The degree of operating leverage is the contribution margin divided by operating profit: DOL = contribution margin ÷ EBIT, where contribution margin is sales minus variable costs and EBIT is contribution margin minus fixed costs. The degree of financial leverage is operating profit divided by pre-tax profit: DFL = EBIT ÷ EBT, where EBT is EBIT minus interest.
The degree of combined leverage is the product of the two, which also equals the contribution margin divided by pre-tax profit: DCL = DOL × DFL = contribution margin ÷ EBT. For example, with a contribution margin of 400,000, fixed costs of 200,000 (so EBIT is 200,000), and interest of 50,000 (so EBT is 150,000), the DOL is 2.0, the DFL is about 1.33, and the DCL is about 2.67.
This calculator computes all three and shows the contribution margin, EBIT, and EBT behind them.
What does a degree of operating leverage of 2 mean?
A degree of operating leverage of 2 means that a one percent change in sales produces a two percent change in operating profit, in the same direction. So if sales rise ten percent, operating profit rises about twenty percent; if sales fall ten percent, operating profit falls about twenty percent. The DOL is the multiplier between the percentage change in sales and the percentage change in EBIT.
It is driven by the weight of fixed operating costs in the cost structure: a business with high fixed costs and low variable costs has a high DOL, so its profits swing sharply with sales, while a business with mostly variable costs has a DOL near 1 and profits that track sales closely.
A high DOL is a double-edged sword, it amplifies profit growth when sales rise but deepens losses when sales fall, which is why it is a measure of business risk as well as of operating structure.
What is the difference between operating and financial leverage?
Operating and financial leverage both magnify results, but they come from different fixed costs and act on different parts of the income statement. Operating leverage comes from fixed operating costs and magnifies the effect of a sales change on operating profit (EBIT); it is a feature of the business model and cost structure.
Financial leverage comes from fixed financing costs, the interest on debt, and magnifies the effect of a change in operating profit on the profit available to shareholders (net income or EPS); it is a feature of how the company is financed. They stack: a change in sales is first magnified by operating leverage into a larger change in EBIT, and that change is then magnified again by financial leverage into an even larger change in the bottom line. The combined degree captures both stages at once.
A company can be highly leveraged operationally, financially, or both, and this calculator shows each degree separately so you can see where the magnification comes from.
What does the degree of combined leverage tell me?
The degree of combined leverage tells you how many times a percentage change in sales is multiplied by the time it reaches net income, taking both operating and financial leverage into account. It is the degree of operating leverage times the degree of financial leverage, so a DCL of about 2.67, from a DOL of 2 and a DFL of 1.33, means a ten percent change in sales produces roughly a 26.7 percent change in net income.
The combined degree is the single most complete measure of how sensitive a company bottom line is to its sales, and therefore of its total risk from both its cost structure and its financing. A high DCL means small swings in sales translate into large swings in profit, which is rewarding in good times and dangerous in bad ones.
This calculator reports the DCL as the headline result, with the operating and financial degrees beside it so you can see how much each contributes to the total.
How do I reduce leverage risk?
Because the two leverages come from two kinds of fixed cost, they are reduced in two different ways. To lower operating leverage, a company can shift its cost structure toward variable costs, for example by outsourcing rather than owning, renting rather than buying, or using contract labour, so that costs fall when sales fall and profits swing less.
To lower financial leverage, a company can carry less debt and therefore less fixed interest, financing more with equity, so that a drop in operating profit does less damage to the bottom line. Reducing either lowers the combined leverage and makes profits less volatile, at the usual cost of giving up some of the upside magnification, since leverage cuts both ways.
The right level is a strategic choice that depends on how stable the company sales are: a business with steady, predictable sales can carry more leverage safely, while one with volatile sales is safer with less. This calculator lets you test how changing the cost structure or interest affects each degree.
Is high leverage good or bad?
Neither on its own, high leverage simply means higher risk and higher potential reward, and whether that is good depends on the stability of sales and the tolerance for risk. When sales are rising, high leverage is powerful: fixed costs are spread over more revenue, so profits grow much faster than sales, and shareholders enjoy magnified returns.
When sales fall, the same leverage works against the company: profits fall much faster than sales, and a business with high combined leverage can swing from profit to loss on a modest sales decline. So high leverage suits businesses with stable, predictable revenue that can rely on the upside without being exposed to a ruinous downside, while volatile businesses are generally safer with lower leverage.
There is no universally good level; the judgment is about matching leverage to the riskiness of the sales and the resilience the owners want. This calculator quantifies the leverage so that judgment can be made with the actual numbers rather than by feel.
Does leverage relate to the break-even point?
Yes, closely. Operating leverage is highest near the break-even point and falls as sales rise further above it. This is because at sales just above break-even, operating profit is very small, so the contribution margin is large relative to it and the degree of operating leverage, contribution margin divided by EBIT, is very high; a small change in sales then produces an enormous percentage change in the tiny profit.
As sales climb well above break-even, operating profit grows, the ratio falls, and the DOL settles toward lower values. This is why a company operating just above its break-even point is in a precarious, high-leverage position where a small sales dip can wipe out its profit, while one operating comfortably above break-even has more cushion and lower operating leverage.
The relationship ties this calculator to the break-even and cost-volume-profit analysis in the engineering-economics silo, which shares the same contribution-margin and fixed-cost inputs.
Does this calculator store the numbers I enter?
No. The calculator runs entirely in your browser. The sales, costs, and interest figures you enter are never sent to our servers, stored, or shared. You can use it freely for confidential figures. See our Privacy Policy for details.
Is the operating and financial leverage calculator free to use?
Yes. This calculator, like every tool on OpsCalculators, is free and needs no account or sign up. There is no paywall and no limit on how many calculations you can run, and you can switch between the totals and per-unit input modes and change the inputs as often as you like.
Which figures do I need to use the calculator?
For the totals mode you need four figures: sales revenue, variable costs, fixed operating costs, and interest expense. From these the calculator builds the contribution margin (sales minus variable costs), EBIT (contribution margin minus fixed costs), and EBT (EBIT minus interest), and then computes the three degrees.
For the per-unit mode you enter the number of units, the price per unit, and the variable cost per unit instead of the two totals, along with the same fixed costs and interest; the calculator converts these to sales and variable costs and proceeds identically. The per-unit mode is the classic textbook path and is handy when you are analysing a single product; the totals mode is quicker when you have the figures straight from an income statement.
Either way, all you need is the split of costs into variable and fixed plus the interest, which is exactly the information an operating-leverage analysis requires.
What is the difference between DCL and the degree of total leverage (DTL)?
They are the same thing under two names. The degree of combined leverage (DCL) and the degree of total leverage (DTL) both measure the overall multiplier from a percentage change in sales to the percentage change in net income, and both equal the degree of operating leverage times the degree of financial leverage, or equivalently the contribution margin divided by pre-tax profit. Different textbooks and regions simply prefer one label over the other:
“combined” emphasises that it joins the two separate leverages, while “total” emphasises that it captures the whole effect from top line to bottom line. In Spanish and Portuguese the common term is the grado or grau de apalancamiento combinado / alavancagem combinada (GAC), which corresponds to both.
Whichever name you encounter, the number and its meaning are identical, and it is the figure this calculator reports as the headline result, so there is no need to compute a separate DTL.
Related industrial finance calculators
More tools in this silo. Return to the Industrial Finance hub for the full set.
Sources, disclaimer and editorial transparency
Method follows the standard treatment of operating, financial and combined leverage in corporate finance, including the texts by Brealey, Myers and Allen and the definitions used by the CFA Institute and the Corporate Finance Institute. See our Editorial Policy for how we research and review each tool.
This calculator is for education and planning and does not constitute financial, tax, or investment advice. Confirm any figure that informs a real decision with a qualified professional. OpsCalculators is operated by MAFHH INTERNATIONAL LTD; see our Privacy Policy.