a) Doubling yearly revenues per $1,000 tends to enhance income by shifting the investment demand function to the right. When yearly revenue increases by a factor of two, annual net profit increases by the same factor to assure project profitability.
b). As interest rates rise, 15 percent more revenue is lost, resulting in a 15 million dollar reduction in investment demand as compared to a 10% interest rate, causing the investment demand function to move to the left.
c) 9th project has been reduced due to losses. The project will not be able to assist in the accumulation of a net yearly return on the respective rate of interest (10 percent .) However, a 5% interest rate may result in a net yearly profit.
d) 50 percent net income tax may result in lower net profit, lowering overall revenue and moving the investment demand function to the left.
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