18537479 break even analysis

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    BREAK EVEN ANALYSIS

    PRESENTED BY:

    Aditya Agarwal

    Dhingra Mohit

    Nischinth BharadwajSindhu Chandra

    Shweta Madaan

    K.Vyshali

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    BREAK EVEN ANALYSIS

    Definition

    A break even analysis indicates at what level

    cost and revenue are in equilibrium

    Also known as Cost-Volume-Profit[C-V-P]

    analysis.

    A breakeven analysis is used to determinehow much sales volume your business needs

    to start making a profit.

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    BREAK EVEN POINT [BEP]

    Point of Zero Profit

    Cost of the firm = Revenues

    ASSUMPTIONS

    Sales price of products is assumed constant.

    All costs are either perfectly variable or absolutely fixedover the entire period of production.

    Volume of production = volume of sales

    Assumption of stable product mix. All revenue is perfectly variable with the physical

    volume of production.

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    METHODS TO CALCULATE BEP

    Break even chart

    Algebraic method

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    BREAK EVEN CHART

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    NON-LINEAR CHART

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    ALGEBRAIC METHOD

    TR=(P)(Q)

    TC=TFC+TVC

    TC=TFC+AVC(Q)

    At break even, TR=TC

    QB= TFC/(P-AVC)

    Where QB=break-even quantity

    TFC= total fixed costP=price

    AVC= average variable cost

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    BREAK EVEN SALES VALUE

    SB=TFC/CONTRIBUTION RATIO

    Where TFC=total fixed cost

    CONTRIBUTION RATIO= TR-TVC/TR

    Where TR=total revenue

    TVC=total variable cost

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    Problem

    A Company has fixed costs of $3000 this period.

    Direct labor is $3.25 per unit, and material is $

    1.75 per unit. The selling price is $ 12.50 per unit.

    Break-even point in dollars and in units(?)

    Fixed Cost=$3000

    Variable Cost=$5.00(3.25+1.75)

    No of Units=50

    Unit Price=$12.50

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    Breakeven Analysis

    $0

    $2,000

    $4,000

    $6,000

    $8,000

    $10,000

    $12,000

    050

    100

    150

    200

    250

    300

    350

    400

    450

    500

    550

    600

    650

    700

    750

    800

    NET UNITS (000)

    COST-VOLUME

    -PROFI

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    USES

    Helps in determining the optimal level of

    output.

    Determines the minimum cost for the given

    level of output.

    Make or buy decisions.

    Helps in plant expansion/contraction

    decisions.

    Finding the selling price which would prove

    most profitable to the firm.

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    MANAGERIAL USES

    Safety Margin Decisions

    Safety margin=[(sales-BEP)/sales]*100

    Target Profit

    Technique of forecasting

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    LIMITATIONS

    Adjustments in factor prices

    Unrealistic assumptions

    Static Applicable only for proper managerial

    accounting techniques

    Selling costs

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    CONCLUSION

    It is simple, easily understandable and quite

    inexpensive.

    Focuses attention on fundamental

    relationships.

    Can be used for various purposes.

    Suitable to those industries which are not

    subject to fast change in technology and input

    prices.

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    THANK YOU