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break even point in rand

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Calculate the break-even point?

Break-even point = Fixed cost / contribution margin ratio Contribution margin ratio = sales - variable cost / sales by using these equations break even point can be calculated


What is the answer for A company have a margin of safety of 40 lakhs and earns an annual profit of 10 lakhs If the fixed cost amount to 20 lakhs annual sales will be how much?

The margin of safety is the difference between actual sales and break-even sales. With a margin of safety of 40 lakhs and fixed costs of 20 lakhs, the break-even point can be calculated by adding the fixed costs to the profit: 20 lakhs + 10 lakhs = 30 lakhs. Therefore, the annual sales would be break-even sales plus the margin of safety: 30 lakhs + 40 lakhs = 70 lakhs. Thus, the annual sales amount to 70 lakhs.


How do calculate break even point?

Break even point = Fixed cost / Contribution margin ratio Contribution margin ratio = (sales - variable cost ) / Sales


What is the break even point?

The point where Total Sales = Total Cost


How do you determine the activity and dollar sales at the break even point?

The activity level at the break even point = fixed expenses/unit contribution margin Dollar sales at the break even point = fixed expenses/contribution margin ratio contribution margin ratio = contribution margin/sales


How can the mathematical equation for break-even sales show both sales units sales dollars?

Formula for break even point in dollars = Fixed Cost / contribution margin formula for break even point in units = fixed cost / contribution margin ratio formula for contribution margin ratio = (sales - variable cost) / sales


Explain why operating leverage decreases as a company increases sales and shifts away from the break even point?

"Explain why operating leverage decreases as a company increases sales and shifts away from the break-even point."


The difference between the current sales revenue and the sales at the break even point is called the?

margin of safety


What might happen if a business does not know its break even point?

Understanding the company's break-even point is important to small-business owners. Many owners desire to know how much they need to achieve in sales to realize a profit. The components of break-even analysis include sales revenue, fixed and variable costs, and the contribution margin. You should understand the components of the break-even point to determine how much your company needs to achieve in total sales or unit sales to break even. The break-even point helps managers make important business decisions to achieve the company's desired income.


What would you expect to be the effect of a reduction in variable cost on the break even position and why?

The Break Even Position(B.E.P.) is the point at which your sales cover your variable costs(contribution) and also your fixed costs but render no profits- 0 = Sales-Variable Costs-Fixed Costs If the above equation is satisfied, then the sales value is taken as break even point. So if a reduction in variable expenses occur, the break even point will also reduce.


What are the formulae how to find break even sales?

To find break-even sales, you can use the formula: [ \text{Break-even Sales} = \frac{\text{Fixed Costs}}{1 - \left(\frac{\text{Variable Costs}}{\text{Sales Price}}\right)} ] This formula calculates the sales revenue needed to cover both fixed and variable costs. Alternatively, you can also determine the break-even point in units by using: [ \text{Break-even Units} = \frac{\text{Fixed Costs}}{\text{Sales Price} - \text{Variable Costs}} ] Multiply the break-even units by the sales price to find the break-even sales.


Fixed operating cost 500 thousands dollars its variable costs are 3 dollars per unit and product sales price is 4 dollars what is the company break even point?

Break even point = Fixed cost / contribution margin ratio Contribution margin ratio = (Sales price - variable cost ) sales price Contribution margin ratio = (4 - 3 ) / 4 = 25% Break even point = 500,000 / .25 Break even point = 2,000,000