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**Basic Question 1 of 2**

ABC shares are currently trading at $17.50 per share. The company is widely expected to retain 72% of their next year's earnings, resulting in a dividend payment of $1.25. Further research reveals that ABC has a beta of 1.3, at a time when the market risk premium is 5.2% above the risk-free rate of 3.2%. What should be leading P/E ratio for ABC if its earnings are expected to grow at 6% indefinitely?

B. 7.07.

C. 12.84.

A. 3.92.

B. 7.07.

C. 12.84.

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**User Contributed Comments**
3

User |
Comment |
---|---|

Nightsurfer |
Why can't you figure out expected earnings from the expected dividend payment of $1.25 and divide it into the current stock price? E1 = 1.25 / (1 - 0.72) = $4.4643 P0/E1 = $17.50 / $4.4643 = 3.95 |

noonah |
Nightsurfer, you have calculated the actual leading P/E, not the one as per GGM, as the question indicates by "what should be the leading P/E". Fundamental to GGM is the discounting by the factor (r-g). |

davidt876 |
nice noonah. and because the actual P/E is lower than the estimated P/E with GGM, we can assume that the stock price has room to grow |

I used your notes and passed ... highly recommended!

#### Lauren

**Learning Outcome Statements**

calculate and interpret the justified leading and trailing P/Es using the Gordon growth model;

*CFA® 2024 Level II Curriculum, Volume 3, Module 23.*