I have a time value problem, and I'm not sure how to analyze it.
An investor owns 50% of a building (valued at $1,400,000) and is a tenant in this building paying rent of $250,000 annually. At the end of every year the 50% ownership of this building pays a dividend of $80,000.
The investor can sell their portion of the building and receive $700,000 and a 10% rent reduction. The other option is for the investor to continue owning the building and receiving the annual dividend.
Assuming that the investor expects to stay a tenant for the next twenty years is it better to sell the half of the building and receive a rent reduction, or is it better to continue receiving the dividend? Also assuming that the building's value will stay fixed at $1,400,000 and that the investor can invest spare cash at 2%.
If their is no timeline would this be treated like a perpetuity? I'm thinking that a present value annuity is needed to evaluate the cost of the mortgage payments moving forward.
Thoughts?