An average in which each quantity to be averaged is assigned a weight. These weightings determine the relative importance of each quantity on the average. Weightings are the equivalent of having that many like items with the same value involved in the average.
50,000 shoppers with a 0.5% conversion rate for a chair that costs $250. Wayfair makes a 27% profit. Next, 50,000 shoppers will get a 10% discount. What is the conversion rate they must achieve to achieve the same profits as before?
This is incorrect Old revenue = 50000*250*.005=250*250 New revenue with conversion rate r% = 50000*r*250*.9 = old revenue = 250*250 r = .55%
Scenario 1 Number of sales=50,000*.5/100 = 250. Revenue=250*250 = 62,500. Profit is 27%. Therefore 62,500 = 1.27*cost Therefore cost = 49,212.598. Profit = 62,500-49212.598 = 13,287.40. Cost of chair = 250/1.27 = 196.85 Scenario 2 Number of sales = 50,000*r/100 = 500*r (r is new converion rate) Revenue = 500*r*.9*250 Total cost = 500*r*196.85 Profit = 500*r(250*.9-196.85) = 13,287.40 500*r*(28.1496) = 13,287.40. Therefore r = 0.944. The first answer considers profit as margin (percentage of sales) which seems incorrect or needs to be clarified
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Number 2 is wrong, number 1 is right. Just because revenues equal doesnt mean profits will equal - they sacrifice profits when they decide to give the sale
Do they expect you to do this in your head, or will they give you pen/paper and a minute?
July 9th Answer is the correct answer. It is not hard: Initial profit is = 50000 * 0.005 * 250 * 0.27 (No need for the calculator yet) After sale profit = 50000 * x * 250 * 0.01 * 0.27 (Still don't need the calc) The question asks for the conversion rate such that profit are the same before and after the sale, so... Initial profit = After Sale profit 50000 * 0.005 * 250 * 0.27 = 50000 * x * (250 - (250 * 0.01)) * 0.27 (divide through & cancel) 0.005 * 250 = x * 225 x = (0.005 * 250) / 225 x = 0.0056 or 0.56%
You don't actually need to calculate anything other than the new conversion rate. Why? Look at the equation below: (customer sent = 50000) * (customer bought / customer sent = 0.005 conversion rate) * (revenue / customer bought = 250) * 0.27 (profit / revenue) gives (profit / customer sent). this should be equal to the one after discount. only (revenue / customer bought) changed -> it decreased 10%. therefore, conversion rate needs to increase by (1/0.9), which gives 5.56%.
July 9 is correct. Nov 21 is incorrect.
July 9 is wrong because the profit margin changes(As sale price changes, but the cost doesn't change)
$250 is the actual cost of the chair (profit not included) or the price listed？？
Answer from Nov 21 is correct while July 9 is incorrect. The latter one is just making the revenues equal before and after the sale. It is ignoring the fact that profit % i.e. cost price is also changing after the sale. Before the sale cost price is 182.5*250. After sale cost price would be 182.5*(no >250), as with new conversion rate more customers will be buying. So even if the revenues are equal, profits won't be equal.
Total Shoppers 50000 Conversion Rate 0.5 Total Customers 250 Selling Price 250 Profit % 27 Cost price 196.8503937 Profit in $ 53.1496063 Total Sales 12500000 Total Profit 13287.40157 Scenario 2: Selling price 225 Profit 28.1496063 Customers required 472.027972 Conversion Rate in % 0.944055944 Please note that the $250 selling price is (Cost price + 27% profit) on it. So Nov 21, 2014, assumption of doing .27*250 to get the profit is wrong.
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