Expectations Theory and Liquidity Premium Theory
I’m working on a economics question and need an explanation and answer to help me learn.
How might you explain a typically upward sloping yield curve using expectations theory and liquidity premium theory?
Riyadh Bank are considering filing an application with the state banking commission to charter a new bank. Due to a lack of current banking facilities within a 10-mile radius of the community, the organizing group estimates that the initial banking facility would cost about $3.3 million to build along with another $500,000 in other organizing expenses and would last for about 25 years. Total revenues are projected to be $400,000 the first year, while total operating expenses are projected to reach $160,000 in year 1. Revenues are expected to increase 4 percent annually after the first year, while expenses will grow an estimated 2 percent annually after year 1. If the organizers require a minimum of a 10 percent annual rate of return on their investment of capital in the proposed new bank, are they likely to proceed with their charter application given the above estimates?
Initial cost of banking facility
Initial other organizing expenses
Year 1 revenue
Year 1 operating expense
Annual growth rate in revenues
Annual growth rate in expenses
Required annual rate of return
National Bank of Saudi Arabia is considering installing two ATMs in its Riyadh branch. The new machines are expected to cost $37,000 apiece. Installation costs will amount to about $15,000 per machine. Each machine has a projected useful life of 10 years. Due to rapid growth in the Riyadh, these two machines are expected to handle 50,000 cash transactions per year. On average, each cash transaction is expected to save 30 cents in teller expenses. If First National has a 10 percent cost of capital, should the bank proceed with this investment project?