In: Finance
Think of a new project Dollarama Inc could undertake in response to the new business environment resulting form the COVID-19 effect. A potential project should last for 5-10 years and account for no more than 10%-30% of the firm’s overall operations.This project cannot be of average risk to the firm.
Using either the pure play or the subjective approach to estimate the discount rate, describe how you would adjust the WACC to find the discount rate for this project.
Describe which components of the project’s cash flows need to be considered if you were to calculate the NPV of this project. Be as specific as you can but no numbers are required, just demonstrate that you understand all the relevant cash flows for this project.
Will this project increase or decrease the risk of the firm? Which risk, systematic or unsystematic?
Answer with explanation :
Potential Project
Assuming the project can be from any industry i.e. it is not clearly defined which sector Dollarama Inc does business in already.
A project I would consider is opening online fitness classes. Given the changing scenario and the people already moving towards fitness regimes; post-COVID-19 will surely focus more on health and wellness.
Due to the risk of contracting the disease again - people would avoid going to gyms/fitness centers for an even longer time and this acts as an opportunity for training people from their homes itself.
Estimating the discount rate
Pure Play Approach
Steps :
Subjective Approach
Steps :
The Subjective approach is more commonly used than the pure-play approach as it is easier to implement, given the project is safer than the firm's average WACC will be decreased.
Components of Cash Flows to be considered for Online Fitness Classes
Risk – Increase or Decrease
This project will decrease the risk of the firm given that the firm NPV would be relatively positive and < 1 throughout the lifetime.
Type of Risk
The type of risk that can be mitigated or eliminated is an unsystematic risk. Given a firm is diversifying into different operations; it is reducing the operational risk.