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Two Perspectives on Revenue, Price and Quantity:
The Accounting Machine and The Marketing Machine
Ted Mitchell
Goal of Lecture
• Understanding the differences between • 1) an accountant’s perspective of controlling
costs to ensure profit• 2) a marketer’s perspective of choosing
optimal levels of marketing costs to maximize sales and profits
There are many perspectives
• On the nature of the price that sellers charge and buyers pay for things in the market place
• The economist’s perspective• The accountant’s perspective• Consumer behaviorist’s perspective• The marketing manager’s
Two Views on Nature of Business
• Marketing View • Spend money to make
profit• Revenues and profits
are the consequences of running a business
• Accounting View• To make profit, control
costs• Costs and profits are
the consequences of running a business
Two Views of the Business Machine
• Marketing View • Inputs: Price Tags and the
cost of the 3 P’s are Inputs to the machine
• Advertising, Sales force, building Product quality are costs inputted into the machine
• Outputs of the Machine are Demand (Quantity sold), Revenue, and Profit
• Accounting View• Inputs: Revenue and Price are
Inputs to the machine
• Advertising, Sales force, building Product quality are costs inputted into the machine
• Outputs of the Machine are Costs and Profits
• Advertising, Sales force, product quality are costs resulting from the machine’s operation
Two Views of the Business Machine
• Marketing View • The machine is a
conversion machine• Output (Revenue) is
converted from the cost of the Inputs
• Measure of Efficiency Profit returned on costs, ROME (aka ROMI)
• Accounting View• The machine is a
reduction machine• Input (Revenue) is
reduced to Costs and payments
• Measure of Efficiency Profit returned on sales revenue, ROS
Two Views of Revenue
• Marketing View • Revenue is an Output• Basic Two-Factor
Machine has a Direct Relationship between Revenue and Cost
• Revenue/Cost = r• Output = r x Input
Revenue = r x Cost
• Accounting View• Revenue is an Input
Basic Two-Factor Machine Has a Direct Relationship between Cost and Revenue
• Cost/Revenue = k• Output = k x Input
Cost = k x Revenue
Two Views of Unit Price and Cost
• Marketing View • Selling Price is the Price
Tag and the revenue generated by the sale of a single unit
• Direct Relationship• r = Price/Cost per unit
r = P/V• Sounds like unit revenue
returned on unit cost
• Accounting View• Selling Price is the
average revenue per unit sold
• Direct Relationship • k = Cost per unit/Price
k = V/P• Sounds like cost to
revenue ratio
Two Views of Returns and Efficiency
• Marketing View • Unit Revenue Returned
on Cost is P/V • P/V = Sales Return Rate• Profitability rate• Markup on Cost of
Goods SoldMv = (P-V)/V
• Accounting View• Average Unit Cost to
Price rate = V/P• V/P = Efficiency rate• Profitability rate • Markup on Price
Mp = 1-(V/P)Mp = (P-V)/P
Accounting Machine Produces Expenses
Accounting Cost Producing Machine
Marketing Revenue Producing Machine
Revenue R R
Cost of Goods Sold COGS COGS/R R/COGS sales return on inventory
Gross margin R – COGS = G G/R, gross return on sales
G/E, gross return on marketing expense
Marketing Expense E E/R, advertising to sales ratio
R/E, sales to advertising
Marketing Profit Z Z/R marketing return on sales
Z/E, ROMI or Rome
Overheads Expense H H/R
Shareholder Expense (Net Profit)
N N/R, return on sales
Marketing Machine Produces Revenues
Accounting: Cost Producing Machine
Marketing: Revenue Producing Machine
Revenue R R
Cost of Goods Sold COGS COGS/R R/COGS or P/V sales return on inventory
Gross margin R – COGS = G G/R, gross return on sales
G/E, gross return on marketing expense
Marketing Expense E E/R, advertising to sales ratio
R/E, sales to advertising
Marketing Profit R-E = Z Z/R marketing return on sales
Z/E, ROMI or ROME
Overheads Expense H H/R
Shareholder Expense (Net Profit)
N N/R, return on sales
Two Views of Unit Price and Revenue
• Marketing View • Direct Relationship between
Revenue, R, and Price Tag, P• q = Revenue /Price Tag• q = dollars of sales returned
on a $ of price tag• q = R/P• Revenue, R = q x P• Sounds like
Quantity x Price = Revenue, (But Not)
• Accounting View• Direct Relationship between
Revenue, R, and Quantity sold, Q
• Price, p = Revenue/Quantity
• p = R/Q• P = dollars of sales returned
on a unit sold• Revenue, R = p x Q• Sounds like
Price x Quantity = Revenue, (But Not)
Two Views of Unit Price and Quantity
Popular Marketing View Accounting View
Price Tag, P
Price, P
Quantity, Q
Quantity, Q
X X
Two Views Price, Quantity and Revenue
Popular Marketing View Accounting View
Price Tag, P
Price, P
Quantity, Q
Quantity, Q
Area is the RevenueRevenue, R = (Q) x P
Area is the RevenueRevenue, R = (P) x Q
X X
Two Correct Views of Marketing and Accounting
Marketing View Accounting View
Price Tag, P
Not Price, p = R/QIt is a conversion rate
Quantity, Q
Not Quantity, q = R/PIt is a conversion rate
Area is the RevenueRevenue, R = (R/P) x P
Area is the RevenueRevenue, R = (R/Q) x Q
Do Accounting and Marketing
• Have any perspectives in common?• Yes!
When managers are in Diagnostic Mode• Comparing Two Different Performances as if
they were different machines • Using ∆Price and ∆Quantity explain ∆Revenue
Diagnostic ModeComparing Two Machines
There is NO assumed relationship between the machines
Performance from machine 1
Performance from machine 2
Difference Can NOT say
Price, P P1 P2 ∆P = P2-P1
Quantity, Q Q1 Q2 ∆Q = Q2-Q1
Revenue, R =P x Q
R1 R2 ∆R = R2-R1 ∆P x ∆Q = ∆R
There is NO indication of a direct or an inverse relationship between price, P, and quantity sold, QThere is NO obvious conversion rate
Diagnostic ModeExplain the Difference in the Revenues
of the Two MachinesPerformance from machine 1
Performance from machine 2
Difference Impact of Changes
Price, P P1 P2 ∆P = P2-P1 I∆P = Impact of ∆P
Quantity, Q Q1 Q2 ∆Q = Q2-Q1 I∆Q = Impact of ∆Q
Revenue, R =P x Q
R1 R2 ∆R = R2-R1 I∆P + I∆Q = ∆R
Diagnostic ModeComparing Relative Performances
Relative to average competitive Position
Performance from machine 1
Performance from machine 2
Differences in Relative Performances
Relative Price, Pr = P/Pa
Pr1 Pr2 ∆Pr = Pr2-Pr1
Relative Volume, Qr = Q/Qa
Qr1 Qr2 ∆Qr = Qr2-Qr1
Relative Revenue, Rr = R/Ra
Rr1 Rr2 ∆Rr = Rr2-Rr1
Difference in the revenues, ∆R, has to be explained by the differences in the prices and quantities, I∆P and I∆Q
One Common View of the Variance (Impact) Analysis
• Marketing View • Relationship between
difference in relative price, quantity and revenue
• Q(∆Pr) + P(∆Qr) = ∆Rr
• Accounting View• Relationship between
actual and budgeted price, quantity and revenue
• Q(∆P) + P(∆Q) = ∆R
Goal of Lecture was to
• Ensure you understood the differences between
• 1) an accountant’s perspective of controlling costs to ensure profit
• 2) a marketer’s perspective of choosing optimal levels of marketing costs to maximize sales and profits
• 3) A common view on explaining differences between performances