Marketing Management Formulas- Class 3/6/24
How to calculate elasticity:
Elasticity = (% change in volume)/(% change in price)
% change in volume = (Q2-Q1)/Q1
% Change in Price = (P2-P1)/P1
** If E>1, then demand is elastic, and consumers are price sensitive
**If 0<E<1, then demand is inelastic, and consumers are not price sensitive
Example 1: Kevin works at Pepsi on the Mountain Dew brand. His team decides
to lower their price by 3%. They see a subsequent increase in unit
sales of 8%. What is the elasticity, and is Mountain Dew sensitive to price changes?
8%/3% = 2.67 Elastic Demand, the customer is price sensitive
Example 2: John Lee is a brand manager for Kraft Macaroni and Cheese (MC). He
learned from Kroger Stores Central Indiana data that demand MC =
100,000 cases in December and 80,000 cases in January. Price/case =
$8 in December and $10 in January. Are buyers price-sensitive or
insensitive?
Change in demand = (80,000-100,000)/ 100,000 = -0.2
Change in price = (10-8)/8 = 0.25
Elasticity = -0.2 / 0.25 = 0.08 Inelastic demand, the customer is not price sensitive.
Example 3: For February, John Lee decided to drop the January price for MC from
$10/case to $8/case. He examined the data in early March and found
February demand = 120,000. January demand = 80,000/cases. Was
the response to the price cut elastic or inelastic?
Change in Demand = (120,000-80,000)/80,000 = 0.5
Change in Price = (8-10)/10 = -0.2
Elasticity = 0.5/-0.2 = -2.5 = |-2.5| = 2.5 Price is elastic
Price = Cost + Markup
MUP= Markup / Price
MUC= Markup /Cost
Example 1: Calculate the markup on price AND the markup on cost
price = 6000
markup = 2000
cost = 4000
MUP= 2000/6000 = 33%
MUC= 2000/4000 = 50%
Example 2: New Image is a small company that develops webpages for local
firms. The company wishes to have a 50% markup on the cost of its
services. The firm charges $2000 for a standard web development
effort. Find the cost, markup, markup on cost, and markup on price.
Price = 2000
Markup % = 50%
2000= x + mark up
a) Calculate the Cost
(P-C)/C = P/C -1 =0.5
1.5 = P/C
1.5 = 2000/C
C= 1,333.33
b) calculate the markup
Price = Cost + Markup
2000= 1333.33 + x
x= 666.67
c) calculate the markup on cost
MUC= Markup/Cost
X= 666.67/1333.33 = 0.50
d) Calculate the markup on price
MUP = Markup/Price
X= 666.67/2000 = 0.33
Calculating BEP
operating income = Volume * Margin per unit - Fixed costs
Also expressed as:
Volume= (operating income + fixed costs)/ margin per unit
BEP (volume)= fixed expenses/margin per unit
BEP (market share) = Break Even Volume = Market demand
How to calculate elasticity:
Elasticity = (% change in volume)/(% change in price)
% change in volume = (Q2-Q1)/Q1
% Change in Price = (P2-P1)/P1
** If E>1, then demand is elastic, and consumers are price sensitive
**If 0<E<1, then demand is inelastic, and consumers are not price sensitive
Example 1: Kevin works at Pepsi on the Mountain Dew brand. His team decides
to lower their price by 3%. They see a subsequent increase in unit
sales of 8%. What is the elasticity, and is Mountain Dew sensitive to price changes?
8%/3% = 2.67 Elastic Demand, the customer is price sensitive
Example 2: John Lee is a brand manager for Kraft Macaroni and Cheese (MC). He
learned from Kroger Stores Central Indiana data that demand MC =
100,000 cases in December and 80,000 cases in January. Price/case =
$8 in December and $10 in January. Are buyers price-sensitive or
insensitive?
Change in demand = (80,000-100,000)/ 100,000 = -0.2
Change in price = (10-8)/8 = 0.25
Elasticity = -0.2 / 0.25 = 0.08 Inelastic demand, the customer is not price sensitive.
Example 3: For February, John Lee decided to drop the January price for MC from
$10/case to $8/case. He examined the data in early March and found
February demand = 120,000. January demand = 80,000/cases. Was
the response to the price cut elastic or inelastic?
Change in Demand = (120,000-80,000)/80,000 = 0.5
Change in Price = (8-10)/10 = -0.2
Elasticity = 0.5/-0.2 = -2.5 = |-2.5| = 2.5 Price is elastic
Price = Cost + Markup
MUP= Markup / Price
MUC= Markup /Cost
Example 1: Calculate the markup on price AND the markup on cost
price = 6000
markup = 2000
cost = 4000
MUP= 2000/6000 = 33%
MUC= 2000/4000 = 50%
Example 2: New Image is a small company that develops webpages for local
firms. The company wishes to have a 50% markup on the cost of its
services. The firm charges $2000 for a standard web development
effort. Find the cost, markup, markup on cost, and markup on price.
Price = 2000
Markup % = 50%
2000= x + mark up
a) Calculate the Cost
(P-C)/C = P/C -1 =0.5
1.5 = P/C
1.5 = 2000/C
C= 1,333.33
b) calculate the markup
Price = Cost + Markup
2000= 1333.33 + x
x= 666.67
c) calculate the markup on cost
MUC= Markup/Cost
X= 666.67/1333.33 = 0.50
d) Calculate the markup on price
MUP = Markup/Price
X= 666.67/2000 = 0.33
Calculating BEP
operating income = Volume * Margin per unit - Fixed costs
Also expressed as:
Volume= (operating income + fixed costs)/ margin per unit
BEP (volume)= fixed expenses/margin per unit
BEP (market share) = Break Even Volume = Market demand