Firms' profit depends on their market share.
True
\[ \begin{aligned} \pi = & p \times (MKTSIZE \times MKTSHARE) - \\ & [c \times (MKTSIZE \times MKTSHARE) + FC] \end{aligned} \]
where
\[ \begin{aligned} \pi & = \text{Profit} \\ p & = \text{Unit price of product} \\ MKTSIZE & = \text{Marketing Size (in number)} \\ MKTSHARE & = \text{Market Share (in proportion)} \\ c & = \text{Unit Cost of Production} \\ FC & = \text{Fixed Cost of Production} \end{aligned} \]
Firms' profit depends on their market share.
True
\[ \begin{aligned} \pi = & p \times (MKTSIZE \times MKTSHARE) - \\ & [c \times (MKTSIZE \times MKTSHARE) + FC] \end{aligned} \]
where
\[ \begin{aligned} \pi & = \text{Profit} \\ p & = \text{Unit price of product} \\ MKTSIZE & = \text{Marketing Size (in number)} \\ MKTSHARE & = \text{Market Share (in proportion)} \\ c & = \text{Unit Cost of Production} \\ FC & = \text{Fixed Cost of Production} \end{aligned} \]
Firms' profit depends on their market share.
True
\[ \begin{aligned} \pi = & p \times (MKTSIZE \times MKTSHARE) - \\ & [c \times (MKTSIZE \times MKTSHARE) + FC] \end{aligned} \]
where
\[ \begin{aligned} \pi & = \text{Profit} \\ p & = \text{Unit price of product} \\ MKTSIZE & = \text{Marketing Size (in number)} \\ MKTSHARE & = \text{Market Share (in proportion)} \\ c & = \text{Unit Cost of Production} \\ FC & = \text{Fixed Cost of Production} \end{aligned} \]
The market for operating system is dominated by three key players namely: Windows OS, Linux, and Mac with market share of 60%, 20%, and 10% respectively. If there are 100 million people users who use operating system, calculate the profit generated by Linux if the unit price is $10 and unit variable cost (such as distribution and packaging) is $5 and fixed cost is $1 million.
$99 million
Linux OS:
\[ \text{Market Share of Linux} = MKTSHARE_{Linux} = 20\% = \frac{20}{100} = 0.2 \]
\[ \text{Unit Price} = p_{Linux} = \$10/product \]
\[ \text{Unit Cost} = c_{Linux} = \$5/product \]
\[ \text{Fixed Cost} = FC_{Linux} = \$1 \text{ million} = 1,000,000 \]
Market:
\[ \text{Maret Size for OS} = MKTSIZE = 100 \text{ million} = 100,000,000 \]
Profit for Linux:
\[ \begin{aligned} \text{Profit}_{Linux} = \pi_{Linux} & = p_{Linux} \times (MKTSIZE \times MKTSHARE_{Linux}) - [c_{Linux} \times (MKTSIZE \times MKTSHARE) + FC_{Linux}]\\ & = 10 \times (100,000,000 \times 0.2) - [(5 \times 100,000,000 \times 0.2) + 1,000,000] \\ & = 10 \times 20,000,000 - [(5 \times 20,000,000) + 1,000,000] \\ & = 200,000,000 - [100,000,000 + 1,000,000] \\ & = 200,000,000 - 101,000,000 \\ & = 99,000,000 \\ & = 99 \text{ millions} \end{aligned} \]
The market for operating system is dominated by three key players namely: Windows OS, Linux, and Mac with market share of 60%, 20%, and 10% respectively. If there are 100 million people users who use operating system, calculate the profit generated by Linux if the unit price is $10 and unit variable cost (such as distribution and packaging) is $5 and fixed cost is $1 million.
$99 million
Linux OS:
\[ \text{Market Share of Linux} = MKTSHARE_{Linux} = 20\% = \frac{20}{100} = 0.2 \]
\[ \text{Unit Price} = p_{Linux} = \$10/product \]
\[ \text{Unit Cost} = c_{Linux} = \$5/product \]
\[ \text{Fixed Cost} = FC_{Linux} = \$1 \text{ million} = 1,000,000 \]
Market:
\[ \text{Maret Size for OS} = MKTSIZE = 100 \text{ million} = 100,000,000 \]
Profit for Linux:
\[ \begin{aligned} \text{Profit}_{Linux} = \pi_{Linux} & = p_{Linux} \times (MKTSIZE \times MKTSHARE_{Linux}) - [c_{Linux} \times (MKTSIZE \times MKTSHARE) + FC_{Linux}]\\ & = 10 \times (100,000,000 \times 0.2) - [(5 \times 100,000,000 \times 0.2) + 1,000,000] \\ & = 10 \times 20,000,000 - [(5 \times 20,000,000) + 1,000,000] \\ & = 200,000,000 - [100,000,000 + 1,000,000] \\ & = 200,000,000 - 101,000,000 \\ & = 99,000,000 \\ & = 99 \text{ millions} \end{aligned} \]
The market for operating system is dominated by three key players namely: Windows OS, Linux, and Mac with market share of 60%, 20%, and 10% respectively. If there are 100 million people users who use operating system, calculate the profit generated by Linux if the unit price is $10 and unit variable cost (such as distribution and packaging) is $5 and fixed cost is $1 million.
$99 million
Linux OS:
\[ \text{Market Share of Linux} = MKTSHARE_{Linux} = 20\% = \frac{20}{100} = 0.2 \]
\[ \text{Unit Price} = p_{Linux} = \$10/product \]
\[ \text{Unit Cost} = c_{Linux} = \$5/product \]
\[ \text{Fixed Cost} = FC_{Linux} = \$1 \text{ million} = 1,000,000 \]
Market:
\[ \text{Maret Size for OS} = MKTSIZE = 100 \text{ million} = 100,000,000 \]
Profit for Linux:
\[ \begin{aligned} \text{Profit}_{Linux} = \pi_{Linux} & = p_{Linux} \times (MKTSIZE \times MKTSHARE_{Linux}) - [c_{Linux} \times (MKTSIZE \times MKTSHARE) + FC_{Linux}]\\ & = 10 \times (100,000,000 \times 0.2) - [(5 \times 100,000,000 \times 0.2) + 1,000,000] \\ & = 10 \times 20,000,000 - [(5 \times 20,000,000) + 1,000,000] \\ & = 200,000,000 - [100,000,000 + 1,000,000] \\ & = 200,000,000 - 101,000,000 \\ & = 99,000,000 \\ & = 99 \text{ millions} \end{aligned} \]
A beverage company spends $200,000 on an advertising campaign for a new energy drink. In a test market, stores running the ad sold $700,000 of the drink. In a control market (without the ad), stores sold $400,000 of the drink. The company's net profit margin on the drink is 40%.
What is the MROI of the advertising campaign using the baseline-lift valuation method?
[Hint: Question related to the concept of Baseline-Lift MROI Calculation]
Concept Source: This question uses the fundamental MROI formula 1and the "Baseline-lift" valuation method, where incremental value is calculated against a control group.
Calculation
Incremental Sales (Lift): \(\$700,000 (Test) - \$400,000 (Control) = \$300,000\)
Incremental Financial Value (Profit): \(\$300,000 (Incremental Sales) \times 40\% (Profit Margin) = \$120,000\)
Marketing Cost: $$200,000.
MROI Formula: \((Incremental Value - Cost) / Cost\)
MROI: \((\$120,000 - \$200,000) / \$200,000 = -\$80,000 / \$200,000 = -0.40 \text{ or } -40%\)
A beverage company spends $200,000 on an advertising campaign for a new energy drink. In a test market, stores running the ad sold $700,000 of the drink. In a control market (without the ad), stores sold $400,000 of the drink. The company's net profit margin on the drink is 40%.
What is the MROI of the advertising campaign using the baseline-lift valuation method?
[Hint: Question related to the concept of Baseline-Lift MROI Calculation]
Concept Source: This question uses the fundamental MROI formula 1and the "Baseline-lift" valuation method, where incremental value is calculated against a control group.
Calculation
Incremental Sales (Lift): \(\$700,000 (Test) - \$400,000 (Control) = \$300,000\)
Incremental Financial Value (Profit): \(\$300,000 (Incremental Sales) \times 40\% (Profit Margin) = \$120,000\)
Marketing Cost: $$200,000.
MROI Formula: \((Incremental Value - Cost) / Cost\)
MROI: \((\$120,000 - \$200,000) / \$200,000 = -\$80,000 / \$200,000 = -0.40 \text{ or } -40%\)
A beverage company spends $200,000 on an advertising campaign for a new energy drink. In a test market, stores running the ad sold $700,000 of the drink. In a control market (without the ad), stores sold $400,000 of the drink. The company's net profit margin on the drink is 40%.
What is the MROI of the advertising campaign using the baseline-lift valuation method?
[Hint: Question related to the concept of Baseline-Lift MROI Calculation]
Concept Source: This question uses the fundamental MROI formula 1and the "Baseline-lift" valuation method, where incremental value is calculated against a control group.
Calculation
Incremental Sales (Lift): \(\$700,000 (Test) - \$400,000 (Control) = \$300,000\)
Incremental Financial Value (Profit): \(\$300,000 (Incremental Sales) \times 40\% (Profit Margin) = \$120,000\)
Marketing Cost: $$200,000.
MROI Formula: \((Incremental Value - Cost) / Cost\)
MROI: \((\$120,000 - \$200,000) / \$200,000 = -\$80,000 / \$200,000 = -0.40 \text{ or } -40%\)
A marketing director is analyzing spending options for an upcoming quarter. The company's MROI hurdle rate (the minimum required return) is 30%.
Option A: Spend $400,000, which is projected to generate $1,000,000 in incremental profits.
Option B: Spend $600,000, which is projected to generate $1,400,000 in incremental profits.
Based on the article's argument for maximizing profit, what is the correct decision?
[Hint: Concept from Incremental MROI and Profit Maximization]
Concept Source: This question is based on the article's core argument to "Maximise Profit, Not MROI". Profit is maximized by funding all initiatives where the incremental MROI exceeds the company's hurdle rate.
Calculation:
Total MROI (Option A): ($1,000,000 - $400,000) / $400,000 = 150%.
Total MROI (Option B): ($1,400,000 - $600,000) / $600,000 = 133%.
Incremental Analysis (Option B vs. A):
Incremental Spend = $600,000 - $400,000 = $200,000.
Incremental Profit = $1,400,000 - $1,000,000 = $400,000.
Incremental MROI: ($400,000 - $200,000) / $200,000 = $200,000 / $200,000 = 100%.
Decision: Since the 100% incremental MROI is far greater than the 30% hurdle rate, the additional spend is justified, and Option B should be chosen to maximize total profit.
A marketing director is analyzing spending options for an upcoming quarter. The company's MROI hurdle rate (the minimum required return) is 30%.
Option A: Spend $400,000, which is projected to generate $1,000,000 in incremental profits.
Option B: Spend $600,000, which is projected to generate $1,400,000 in incremental profits.
Based on the article's argument for maximizing profit, what is the correct decision?
[Hint: Concept from Incremental MROI and Profit Maximization]
Concept Source: This question is based on the article's core argument to "Maximise Profit, Not MROI". Profit is maximized by funding all initiatives where the incremental MROI exceeds the company's hurdle rate.
Calculation:
Total MROI (Option A): ($1,000,000 - $400,000) / $400,000 = 150%.
Total MROI (Option B): ($1,400,000 - $600,000) / $600,000 = 133%.
Incremental Analysis (Option B vs. A):
Incremental Spend = $600,000 - $400,000 = $200,000.
Incremental Profit = $1,400,000 - $1,000,000 = $400,000.
Incremental MROI: ($400,000 - $200,000) / $200,000 = $200,000 / $200,000 = 100%.
Decision: Since the 100% incremental MROI is far greater than the 30% hurdle rate, the additional spend is justified, and Option B should be chosen to maximize total profit.
A marketing director is analyzing spending options for an upcoming quarter. The company's MROI hurdle rate (the minimum required return) is 30%.
Option A: Spend $400,000, which is projected to generate $1,000,000 in incremental profits.
Option B: Spend $600,000, which is projected to generate $1,400,000 in incremental profits.
Based on the article's argument for maximizing profit, what is the correct decision?
[Hint: Concept from Incremental MROI and Profit Maximization]
Concept Source: This question is based on the article's core argument to "Maximise Profit, Not MROI". Profit is maximized by funding all initiatives where the incremental MROI exceeds the company's hurdle rate.
Calculation:
Total MROI (Option A): ($1,000,000 - $400,000) / $400,000 = 150%.
Total MROI (Option B): ($1,400,000 - $600,000) / $600,000 = 133%.
Incremental Analysis (Option B vs. A):
Incremental Spend = $600,000 - $400,000 = $200,000.
Incremental Profit = $1,400,000 - $1,000,000 = $400,000.
Incremental MROI: ($400,000 - $200,000) / $200,000 = $200,000 / $200,000 = 100%.
Decision: Since the 100% incremental MROI is far greater than the 30% hurdle rate, the additional spend is justified, and Option B should be chosen to maximize total profit.
A B2B software company spends $40,000 on a content marketing campaign (e.g., a white paper and webinar) to generate leads. The campaign results in 8,000 downloads. Based on historical tracking, the company projects:
10% of downloads will become qualified leads.
5% of qualified leads will convert to a sale.
The net profit per sale is $1,500.
What is the projected MROI for this campaign using the funnel conversion method?
[Hint: Concept from Funnel Conversion MROI Calculation]
Concept Source: This calculation is based on the "Funnel MROI scenario" 10, which projects future sales and profits based on historical conversion rates.
Calculation
Qualified Leads: 8,000 (Downloads) \(\times\) 10% = 800 Leads
Converted Sales: 800 (Leads) \(\times\) 5% = 40 Sales
Incremental Financial Value (Profit): 40 (Sales) \(\times\) $1,500 (Profit/Sale) = $60,000
Marketing Cost: $40,000
MROI Formula: (Incremental Value - Cost) / Cost
MROI: ($60,000 - $40,000) / $40,000 = $20,000 / $40,000 = 0.50 or 50%.
False
False
False
True
A B2B software company spends $40,000 on a content marketing campaign (e.g., a white paper and webinar) to generate leads. The campaign results in 8,000 downloads. Based on historical tracking, the company projects:
10% of downloads will become qualified leads.
5% of qualified leads will convert to a sale.
The net profit per sale is $1,500.
What is the projected MROI for this campaign using the funnel conversion method?
[Hint: Concept from Funnel Conversion MROI Calculation]
Concept Source: This calculation is based on the "Funnel MROI scenario" 10, which projects future sales and profits based on historical conversion rates.
Calculation
Qualified Leads: 8,000 (Downloads) \(\times\) 10% = 800 Leads
Converted Sales: 800 (Leads) \(\times\) 5% = 40 Sales
Incremental Financial Value (Profit): 40 (Sales) \(\times\) $1,500 (Profit/Sale) = $60,000
Marketing Cost: $40,000
MROI Formula: (Incremental Value - Cost) / Cost
MROI: ($60,000 - $40,000) / $40,000 = $20,000 / $40,000 = 0.50 or 50%.
True
False
False
False
A B2B software company spends $40,000 on a content marketing campaign (e.g., a white paper and webinar) to generate leads. The campaign results in 8,000 downloads. Based on historical tracking, the company projects:
10% of downloads will become qualified leads.
5% of qualified leads will convert to a sale.
The net profit per sale is $1,500.
What is the projected MROI for this campaign using the funnel conversion method?
[Hint: Concept from Funnel Conversion MROI Calculation]
Concept Source: This calculation is based on the "Funnel MROI scenario" 10, which projects future sales and profits based on historical conversion rates.
Calculation
Qualified Leads: 8,000 (Downloads) \(\times\) 10% = 800 Leads
Converted Sales: 800 (Leads) \(\times\) 5% = 40 Sales
Incremental Financial Value (Profit): 40 (Sales) \(\times\) $1,500 (Profit/Sale) = $60,000
Marketing Cost: $40,000
MROI Formula: (Incremental Value - Cost) / Cost
MROI: ($60,000 - $40,000) / $40,000 = $20,000 / $40,000 = 0.50 or 50%.
False
False
True
False
An internet retailer relies heavily on paid search advertising. It currently spends $50,000 per year to acquire 25,000 clicks (an average cost of $2.00 per click). The company decides to invest $10,000 in a Search Engine Optimization (SEO) project.
In the year following the investment, total traffic from search remains 25,000 clicks, but the company's paid search spend is reduced to $20,000 (as more clicks are now organic/free).
What is the MROI of the SEO project using the comparable cost valuation method?
[Hint: Concept from Comparable Cost MROI Calculation]
Concept Source: This question uses the
Comparable cost MROI scenario, where the
return is the cost savings achieved for a similar
outcome.
Calculation:
Investment Cost (SEO Project): $10,000.
Original Cost (for 25,000 clicks): $50,000.
New Cost (for 25,000 clicks): $20,000.
Financial Value (Cost Savings): $50,000 (Old) - $20,000 (New) = $30,000.
MROI Formula: (Financial Value - Cost) / Cost.
MROI: ($30,000 - $10,000) / $10,000 = $20,000 / $10,000 = 2.00 or 200%.
True
False
False
False
An internet retailer relies heavily on paid search advertising. It currently spends $50,000 per year to acquire 25,000 clicks (an average cost of $2.00 per click). The company decides to invest $10,000 in a Search Engine Optimization (SEO) project.
In the year following the investment, total traffic from search remains 25,000 clicks, but the company's paid search spend is reduced to $20,000 (as more clicks are now organic/free).
What is the MROI of the SEO project using the comparable cost valuation method?
[Hint: Concept from Comparable Cost MROI Calculation]
Concept Source: This question uses the
Comparable cost MROI scenario, where the
return is the cost savings achieved for a similar
outcome.
Calculation:
Investment Cost (SEO Project): $10,000.
Original Cost (for 25,000 clicks): $50,000.
New Cost (for 25,000 clicks): $20,000.
Financial Value (Cost Savings): $50,000 (Old) - $20,000 (New) = $30,000.
MROI Formula: (Financial Value - Cost) / Cost.
MROI: ($30,000 - $10,000) / $10,000 = $20,000 / $10,000 = 2.00 or 200%.
False
True
False
False
An internet retailer relies heavily on paid search advertising. It currently spends $50,000 per year to acquire 25,000 clicks (an average cost of $2.00 per click). The company decides to invest $10,000 in a Search Engine Optimization (SEO) project.
In the year following the investment, total traffic from search remains 25,000 clicks, but the company's paid search spend is reduced to $20,000 (as more clicks are now organic/free).
What is the MROI of the SEO project using the comparable cost valuation method?
[Hint: Concept from Comparable Cost MROI Calculation]
Concept Source: This question uses the
Comparable cost MROI scenario, where the
return is the cost savings achieved for a similar
outcome.
Calculation:
Investment Cost (SEO Project): $10,000.
Original Cost (for 25,000 clicks): $50,000.
New Cost (for 25,000 clicks): $20,000.
Financial Value (Cost Savings): $50,000 (Old) - $20,000 (New) = $30,000.
MROI Formula: (Financial Value - Cost) / Cost.
MROI: ($30,000 - $10,000) / $10,000 = $20,000 / $10,000 = 2.00 or 200%.
False
False
True
False
A financial services firm has 20,000 customers, generating an average annual profit of $500 per customer. The firm's annual customer attrition (churn) rate is 20%.
The firm invests $5,000,000 in a new customer service technology. One year later, the attrition rate drops to 16%.
Using the simplified CE valuation method from the article (CE = Total Annual Profit / Attrition Rate), what is the MROI of the technology investment?
[Hint: Concept from Customer Equity (CE) MROI Calculation]
Concept Source: This question is based on the
Customer equity MROI scenario, which values the long-term
asset value of the customer base. It uses the simple CE formula provided
in the example.
Calculation:
Total Annual Profit: 20,000 (Customers) \(\times\) $500 (Profit/Customer) = $10,000,000.
CE (Before): $10,000,000 (Profit) / 20% (Attrition) = $50,000,000
CE (After): $10,000,000 (Profit) / 16% (Attrition) = $62,500,000
Incremental Financial Value (CE Lift): $62,500,000 - $50,000,000 = $12,500,000
Investment Cost: $5,000,000
MROI Formula: (Incremental Value - Cost) / Cost
MROI: ($12,500,000 - $5,000,000) / $5,000,000 = $7,500,000 / $5,000,000 = 1.50 or 150%.
True
False
False
False
A financial services firm has 20,000 customers, generating an average annual profit of $500 per customer. The firm's annual customer attrition (churn) rate is 20%.
The firm invests $5,000,000 in a new customer service technology. One year later, the attrition rate drops to 16%.
Using the simplified CE valuation method from the article (CE = Total Annual Profit / Attrition Rate), what is the MROI of the technology investment?
[Hint: Concept from Customer Equity (CE) MROI Calculation]
Concept Source: This question is based on the
Customer equity MROI scenario, which values the long-term
asset value of the customer base. It uses the simple CE formula provided
in the example.
Calculation:
Total Annual Profit: 20,000 (Customers) \(\times\) $500 (Profit/Customer) = $10,000,000.
CE (Before): $10,000,000 (Profit) / 20% (Attrition) = $50,000,000
CE (After): $10,000,000 (Profit) / 16% (Attrition) = $62,500,000
Incremental Financial Value (CE Lift): $62,500,000 - $50,000,000 = $12,500,000
Investment Cost: $5,000,000
MROI Formula: (Incremental Value - Cost) / Cost
MROI: ($12,500,000 - $5,000,000) / $5,000,000 = $7,500,000 / $5,000,000 = 1.50 or 150%.
False
False
True
False
A financial services firm has 20,000 customers, generating an average annual profit of $500 per customer. The firm's annual customer attrition (churn) rate is 20%.
The firm invests $5,000,000 in a new customer service technology. One year later, the attrition rate drops to 16%.
Using the simplified CE valuation method from the article (CE = Total Annual Profit / Attrition Rate), what is the MROI of the technology investment?
[Hint: Concept from Customer Equity (CE) MROI Calculation]
Concept Source: This question is based on the
Customer equity MROI scenario, which values the long-term
asset value of the customer base. It uses the simple CE formula provided
in the example.
Calculation:
Total Annual Profit: 20,000 (Customers) \(\times\) $500 (Profit/Customer) = $10,000,000.
CE (Before): $10,000,000 (Profit) / 20% (Attrition) = $50,000,000
CE (After): $10,000,000 (Profit) / 16% (Attrition) = $62,500,000
Incremental Financial Value (CE Lift): $62,500,000 - $50,000,000 = $12,500,000
Investment Cost: $5,000,000
MROI Formula: (Incremental Value - Cost) / Cost
MROI: ($12,500,000 - $5,000,000) / $5,000,000 = $7,500,000 / $5,000,000 = 1.50 or 150%.
False
False
True
False
According to the article, why is "maximizing MROI" not the recommended primary objective for a marketing department's spending decisions?
The article explicitly states that maximizing MROI is not consistent with maximizing profit. As shown in Table 2, a company could accept a lower total MROI (Option B) if the incremental MROI of the extra spending still exceeds the hurdle rate, leading to higher overall profits. The only time maximizing MROI makes sense is when the total budget is fixed, and the goal is to find the most efficient allocation within that budget.
According to the article, why is "maximizing MROI" not the recommended primary objective for a marketing department's spending decisions?
The article explicitly states that maximizing MROI is not consistent with maximizing profit. As shown in Table 2, a company could accept a lower total MROI (Option B) if the incremental MROI of the extra spending still exceeds the hurdle rate, leading to higher overall profits. The only time maximizing MROI makes sense is when the total budget is fixed, and the goal is to find the most efficient allocation within that budget.
According to the article, why is "maximizing MROI" not the recommended primary objective for a marketing department's spending decisions?
The article explicitly states that maximizing MROI is not consistent with maximizing profit. As shown in Table 2, a company could accept a lower total MROI (Option B) if the incremental MROI of the extra spending still exceeds the hurdle rate, leading to higher overall profits. The only time maximizing MROI makes sense is when the total budget is fixed, and the goal is to find the most efficient allocation within that budget.
The article defines response elasticity as the ratio of the percentage change in sales to the percentage change in marketing spend. An example given is that an advertising elasticity of 0.08 means a 10% increase in advertising spend results in a 0.8% increase in sales.
Based on this definition, if a product's advertising elasticity is 0.15, what is the expected impact on sales if the company increases advertising spend by 20%?
Explanation: The article provides the formula for calculating the sales impact from an elasticity measure. You multiply the percentage change in spending by the elasticity score.
Calculation: 20% (Change in Spend) \(\times\) 0.15 (Elasticity) = 3% (Expected Change in Sales).
The article defines response elasticity as the ratio of the percentage change in sales to the percentage change in marketing spend. An example given is that an advertising elasticity of 0.08 means a 10% increase in advertising spend results in a 0.8% increase in sales.
Based on this definition, if a product's advertising elasticity is 0.15, what is the expected impact on sales if the company increases advertising spend by 20%?
Explanation: The article provides the formula for calculating the sales impact from an elasticity measure. You multiply the percentage change in spending by the elasticity score.
Calculation: 20% (Change in Spend) \(\times\) 0.15 (Elasticity) = 3% (Expected Change in Sales).
The article defines response elasticity as the ratio of the percentage change in sales to the percentage change in marketing spend. An example given is that an advertising elasticity of 0.08 means a 10% increase in advertising spend results in a 0.8% increase in sales.
Based on this definition, if a product's advertising elasticity is 0.15, what is the expected impact on sales if the company increases advertising spend by 20%?
Explanation: The article provides the formula for calculating the sales impact from an elasticity measure. You multiply the percentage change in spending by the elasticity score.
Calculation: 20% (Change in Spend) \(\times\) 0.15 (Elasticity) = 3% (Expected Change in Sales).
A marketing director is presenting their budget proposal. They have a successful program with a proven total MROI of 150%, and they are arguing for an additional $500,000 to expand it. The CFO is hesitant, noting that this expansion will likely be less efficient and will lower the program's total MROI to 130%.
According to the article's core argument, what is the director's strongest justification for approving the additional $500,000?
Explanation: This question addresses the central theme of the "Maximise Profit, Not MROI" section. The article explicitly states that maximizing MROI is not the same as maximizing profit. As illustrated in Table 2, it is expected that total MROI will often decrease as spending increases due to diminishing returns. The correct process is to evaluate the incremental spend (the extra $500,000) and approve it as long as its specific MROI is above the firm's minimum required "hurdle rate". This ensures that every dollar spent is still contributing positively to overall profit, even if it lowers the average efficiency (the total MROI)
A marketing director is presenting their budget proposal. They have a successful program with a proven total MROI of 150%, and they are arguing for an additional $500,000 to expand it. The CFO is hesitant, noting that this expansion will likely be less efficient and will lower the program's total MROI to 130%.
According to the article's core argument, what is the director's strongest justification for approving the additional $500,000?
Explanation: This question addresses the central theme of the "Maximise Profit, Not MROI" section. The article explicitly states that maximizing MROI is not the same as maximizing profit. As illustrated in Table 2, it is expected that total MROI will often decrease as spending increases due to diminishing returns. The correct process is to evaluate the incremental spend (the extra $500,000) and approve it as long as its specific MROI is above the firm's minimum required "hurdle rate". This ensures that every dollar spent is still contributing positively to overall profit, even if it lowers the average efficiency (the total MROI)
A marketing director is presenting their budget proposal. They have a successful program with a proven total MROI of 150%, and they are arguing for an additional $500,000 to expand it. The CFO is hesitant, noting that this expansion will likely be less efficient and will lower the program's total MROI to 130%.
According to the article's core argument, what is the director's strongest justification for approving the additional $500,000?
Explanation: This question addresses the central theme of the "Maximise Profit, Not MROI" section. The article explicitly states that maximizing MROI is not the same as maximizing profit. As illustrated in Table 2, it is expected that total MROI will often decrease as spending increases due to diminishing returns. The correct process is to evaluate the incremental spend (the extra $500,000) and approve it as long as its specific MROI is above the firm's minimum required "hurdle rate". This ensures that every dollar spent is still contributing positively to overall profit, even if it lowers the average efficiency (the total MROI)