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1.   Break Even Point is the point at which total revenue
     equals to total cost.
2.   Finance: point at which revenues equal costs. The point
     is located by break-even analysis, which determines the
     volume of sales at which fixed and variable costs will
     be covered. All sales over the break-even point produce
     profits; any drop in sales below that point will produce
     losses.
3.   Real estate: Occupancy level needed to pay for
     operating expenses and debt service, but leaving no
     cash flow.
4.   Securities: Price at which a transaction produces
     neither a gain nor a loss.
BEP=TFC/P-AVC
Where,
BEP=Break even Point
TFC=total fixed cost
P= The selling Price
AVC= Average variable cost

P-AVC ( contribution margin
Per unit)
Example 1 –
    How many Christmas trees need to be
    sold ?

   Wholesale price per tree is $8.00
   Fixed cost is $30,000
   Variable cost per tree is $5.00
   Solution
    BEP= TFC/(P – AVC) = $30,000/($8 - $5)
            = $30,000/$3 = 10,000 trees
   BEP=TFC/CR
   Where,
   CR(Contribution Ratio)=TR-TVC/TR
   TR=total revenue
   TVC=Total variable cost




BEP in sales value
Assumptions in BEP

 Cost function & revenue function are linear.
 Total cost is divided into fixed & variable cost.
 Selling price is constant.
 The volume of sales & the volume of production are
  identical.
 Average & marginal productivity of factors are
  constant.
 Product mix is stable(incase of MNC).
 Factor price is constant.
 Economic research.
 Business decision making.
 Investment analysis.
 Public policies.
 Pricing.
 Capital budgeting.
 Sales projection.
   Static.
   Unrealistic.
   Shortcomings.
   Limit to short run.
   Ignore market factors.
   Not a perfect substitute.




Limitation of BEP
Presentation on BEP

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Presentation on BEP

  • 1.
  • 2. 1. Break Even Point is the point at which total revenue equals to total cost. 2. Finance: point at which revenues equal costs. The point is located by break-even analysis, which determines the volume of sales at which fixed and variable costs will be covered. All sales over the break-even point produce profits; any drop in sales below that point will produce losses. 3. Real estate: Occupancy level needed to pay for operating expenses and debt service, but leaving no cash flow. 4. Securities: Price at which a transaction produces neither a gain nor a loss.
  • 3.
  • 4.
  • 5. BEP=TFC/P-AVC Where, BEP=Break even Point TFC=total fixed cost P= The selling Price AVC= Average variable cost P-AVC ( contribution margin Per unit)
  • 6. Example 1 – How many Christmas trees need to be sold ?  Wholesale price per tree is $8.00  Fixed cost is $30,000  Variable cost per tree is $5.00  Solution BEP= TFC/(P – AVC) = $30,000/($8 - $5) = $30,000/$3 = 10,000 trees
  • 7. BEP=TFC/CR  Where,  CR(Contribution Ratio)=TR-TVC/TR  TR=total revenue  TVC=Total variable cost BEP in sales value
  • 8. Assumptions in BEP  Cost function & revenue function are linear.  Total cost is divided into fixed & variable cost.  Selling price is constant.  The volume of sales & the volume of production are identical.  Average & marginal productivity of factors are constant.  Product mix is stable(incase of MNC).  Factor price is constant.
  • 9.  Economic research.  Business decision making.  Investment analysis.  Public policies.  Pricing.  Capital budgeting.  Sales projection.
  • 10. Static.  Unrealistic.  Shortcomings.  Limit to short run.  Ignore market factors.  Not a perfect substitute. Limitation of BEP