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Published byMaude Blake Modified over 9 years ago
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ADIOS JUNK MAIL Abhisek Salecha – 361 Ronak Shah- 336
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Data selection procedure Data chosen was such that it followed the constraint of being in the price range (0 - $100) The Outliers were removed
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The Initial Data analysis CheapBargainWorth it too exp.acceptable Mean12.609622.45934.25248.16724.2711864 Mode510255010 Median1020305020
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Price consideration should be among Bargain, acceptable The mean and median of both these prices ranges from 20 – 25 Analysis is done only for bargain and acceptable prices from the range 20-25
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Calculation steps Step1: Frequency of the variable ‘bargain’ and ‘acceptable’ to find out the percentage of consumers at a particular price point Step2: Calculation of loss of consumers due to hike in price from $15 (increased price range from 20- 25) Step3: Calculation of increase/decrease of ‘contribution’ Step4: Selecting the price that results in maximum contribution
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Step1 & 2: Frequency & loss of costumer Cumulative frequency of customers at a given price point Price / Variable $15$20$23$25Customer Loss ABCDB-A ($20)C-A ($23)D-A ($25) Bargain44576075.4131631.4 Acceptable37.85657.57018.219.732.2 Worth It19.429.53246.810.112.627.4
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Step 3:Contribution Calculation Customers=10000 Original Selling price= $15 Variable cost=$10 ParticularsAmtCalculation Sales15000010000*15 Variable Cost10000010000*10 Contribution50000150000 - 100000
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New sales = 10000*loss of consumer*new price Variable cost = 10000*loss of consumer*$10 Contribution = new sales – variable cost
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BARGAINACCEPTABLEWORTH IT $20$23$25$20$23$25$20$23$25 New Sales174000193200171500163600184690169500179800201020181500 Variable Cost870008400068600818008030067800899008740072600 Contribut ion870001092001029008180010439010170089900113620108900
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Conclusion It has been observed that $23 shows the maximum contribution in all the three scenarios (bargain, acceptable and worth it) It also falls within the desired price range Hence $23 should be the new price
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