Now lets go back to the perpetual operation assumption. Also, imagine that I can grow my revenue and income 5% annually by expanding into BOWSA and YOWSA (blackberry and yucca flavors). What would be a fair % stake for Warren Buffet in this case assuming that we assume that the initial $20 million on advertising will allow us to launch the follow up flavors without additional ads. Hint for growth stocks the present value of dividends is equal to the initial dividend divided by the discount rate minus the growth rate. Hence, its Div1/(.10-.05) as opposed to Div1/.10 for the no growth valuation. This is a handy math fact that is not too hard to prove, so it's useful for valuing stocks that tend to grow (in the real world) But it does require assuming perpetual growth forever so valuation is harder practice (a mix of growth in the early life cycle of a company followed by steady dividends or slower growth or even declining profits after the mature phase) O None of these are accurate O PV of dividends is $80 million so Buffet would give me $20 million for a 25% stake O PV of divide3nds is $60 million so a 33% stake makes sense O PV of dividends is still $40 million so no change

Intermediate Financial Management (MindTap Course List)
13th Edition
ISBN:9781337395083
Author:Eugene F. Brigham, Phillip R. Daves
Publisher:Eugene F. Brigham, Phillip R. Daves
Chapter8: Basic Stock Valuation
Section: Chapter Questions
Problem 6MC
icon
Related questions
Question
Now lets go back to the perpetual operation assumption. Also, imagine that I can grow my revenue and income 5% annually by expanding into BOWSA and YOWSA
(blackberry and yucca flavors). What would be a fair % stake for Warren Buffet in this case assuming that we assume that the initial $20 million on advertising will allow us to
launch the follow up flavors without additional ads. Hint for growth stocks the present value of dividends is equal to the initial dividend divided by the discount rate minus
the growth rate. Hence, its Div1/(.10-.05) as opposed to Div1/.10 for the no growth valuation. This is a handy math fact that is not too hard to prove, so it's useful for valuing
stocks that tend to grow (in the real world) But it does require assuming perpetual growth forever so valuation is harder practice (a mix of growth in the early life cycle of a
company followed by steady dividends or slower growth or even declining profits after the mature phase)
O None of these are accurate
O PV of dividends is $80 million so Buffet would give me $20 million for a 25% stake
O PV of divide3nds is $60 million so a 33% stake makes sense
O PV of dividends is still $40 million so no change
Transcribed Image Text:Now lets go back to the perpetual operation assumption. Also, imagine that I can grow my revenue and income 5% annually by expanding into BOWSA and YOWSA (blackberry and yucca flavors). What would be a fair % stake for Warren Buffet in this case assuming that we assume that the initial $20 million on advertising will allow us to launch the follow up flavors without additional ads. Hint for growth stocks the present value of dividends is equal to the initial dividend divided by the discount rate minus the growth rate. Hence, its Div1/(.10-.05) as opposed to Div1/.10 for the no growth valuation. This is a handy math fact that is not too hard to prove, so it's useful for valuing stocks that tend to grow (in the real world) But it does require assuming perpetual growth forever so valuation is harder practice (a mix of growth in the early life cycle of a company followed by steady dividends or slower growth or even declining profits after the mature phase) O None of these are accurate O PV of dividends is $80 million so Buffet would give me $20 million for a 25% stake O PV of divide3nds is $60 million so a 33% stake makes sense O PV of dividends is still $40 million so no change
Expert Solution
trending now

Trending now

This is a popular solution!

steps

Step by step

Solved in 2 steps with 1 images

Blurred answer
Similar questions
Recommended textbooks for you
Intermediate Financial Management (MindTap Course…
Intermediate Financial Management (MindTap Course…
Finance
ISBN:
9781337395083
Author:
Eugene F. Brigham, Phillip R. Daves
Publisher:
Cengage Learning
EBK CONTEMPORARY FINANCIAL MANAGEMENT
EBK CONTEMPORARY FINANCIAL MANAGEMENT
Finance
ISBN:
9781337514835
Author:
MOYER
Publisher:
CENGAGE LEARNING - CONSIGNMENT