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Markup in a Channel Question. Ted Mitchell. Markup is often viewed as a measure of efficiency. Sales Revenue in. Out Flow. Efficiency = . Business Machine. In Flow. Profit Out. Markup is often viewed as a measure of efficiency. Price per Unit In . Price-Variable Cost. Efficiency = .
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Markup in a Channel Question Ted Mitchell
Markup is often viewed as a measure of efficiency Sales Revenue in Out Flow Efficiency = Business Machine In Flow Profit Out
Markup is often viewed as a measure of efficiency Price per Unit In Price-Variable Cost Efficiency = Business Machine Price per Unit In Profit per Unit Out
Markup is often viewed as a measure of efficiency Price per Unit In P-V Efficiency = Business Machine P Profit per Unit Out
Markup is often viewed as a measure of efficiency Selling Price $5 $3 Efficiency = Business Machine $5 Markup = $3/$5 = 60% efficiency $3 per Unit Out
Markup is sometimes called the Gross Return on Each Dollar of Revenue
Exam Question Can You Find Markups of Various Kinds In Channels?
manufacturer cost = $70 • manufacturer’s markup = $30 or 30% • manufacturer’s price = $100
manufacturer cost = $70 • manufacturer’s markup = $30 or 30% • manufacturer’s price = $100 • wholesaler’s cost = $100 • wholesaler’s markup = $20 or 16.67% • wholesaler’s price = $120
A retailer buys a product to sell in his store at an invoice cost of $120 per unit. • He needs a markup of 40% to cover his costs and make a fair and normal profit. • What must price must he set on the product? • Remember the definition of Markup • Mp = (P-V)/P • 40% = (P-$120)/P • 40%P = P - $120 • P-40%P = 120 • P(1-0.40) = 120 • P = $120/(1-0.40) = $120/0.60 = $200
Remember: Definition of Markup on Price • Mp = (P-V)/P • Basic cost-based pricingis to set the price, P, based upon the fair and normal return • Mp(P) = P-V • P-Mp(P) = V • P(1-Mp) = V • P = V/(1-Mp)
manufacturer cost = $70 • manufacturer’s markup = $30 or 30% • manufacturer’s price = $100 • wholesaler’s cost = $100 • wholesaler’s markup = $20 or 16.67% • wholesaler’s price = $120 • retailer’s cost = $120 • retailer’s markup = $80 or 40% • retailer’s price = $200 (list price) • consumer’s cost = $200
manufacturer cost = $70 • manufacturer’s markup = $30 or 30% manufacturer’s price = $100 • wholesaler’s cost = $100 • wholesaler’s dollar markup = ? • wholesaler’s price = $120 • retailer’s cost = $120 • retailer’s markup = $80 or 40% • retailer’s price = $200 • consumer’s cost = $200
manufacturer cost = $70 • manufacturer’s markup = $30 or 30% markup on price • manufacturer’s price = ? • wholesaler’s cost = ? • wholesaler’s dollar markup = ? • wholesaler’s price = ? • retailer’s cost = ? • retailer’s markup = $80 or 40% markup on price • retailer’s price = $200 • consumer’s cost = $200
manufacturer cost = $70 • manufacturer’s markup = $30 or 30% on price • wholesaler’s markup = ? • retailer’s markup on cost = 66.67% • retailer’s price = $200 • consumer’s cost = $200
To Solve The Problem You Have To Be Able To Compute • Markup On Cost From Price • Markup From Cost
manufacturer cost = $70 • manufacturer’s markup = $30 or 30% • manufacturer’s price = ? • wholesaler’s cost = ? • wholesaler’s markup = ? • wholesaler’s price = ? • retailer’s cost = ? • retailer’s markup on cost = 66.67% • retailer’s price = $200 • consumer’s cost = $200 P - V = Mp(P) P - V = Mv(V)
Calculations to Know • Calculate Markup in Dollars or Percentages • Calculate Markup On Cost • Convert From One Form to The Other • Calculate Markups in terms of dollars and percentages through the channel