Answer:
NPV is positive,the project should be accepted
Explanation:
In determining whether or not the project should be accepted ,we need to ascertain the Net Present value of the project which is present value of cash inflows of $13,000 for 35 years minus the initial investment of $125,374.60 committed today.
The annuity factor for 8% for 35 year horizon is 11.6546 using annuity table.
Present of cash inflow=cash inflow*annuity factor=$13,000*11.6546=$151,509.80
Net present value=$ 151,509.80-$125,374.60=$ 26,135.20
The investment has a positive NPV,hence should be accepted
Backed up with examples from the text
Answer:
Suppose the economy is experiencing an output gap of –3%
a. Monetary policy or fiscal policy can be used to raise actual output toward potential output when:
The government can increase its spending or reduce taxes, which will shift the IS curve to the right and increase GDP.
The Fed can reduce the interest rate, which will shift the MP curve down and increase GDP.
b. The policies identified in part a,
can be used together to raise actual output toward potential output.
Explanation:
Investment-Savings (IS) curve shows all the levels of interest rates and output (GDP) at which an economy's total desired investment (I) equals its total desired saving (S). This equilibrium can be achieved at a level of interest rate that maximizes output. The IS curve slopes downward, and to the right because at a lower interest rate, investment is higher, which produces more total output (GDP) for the economy.
Answer:
Native.
Explanation:
In this context, it can be said that GoodJuice is using a type of native advertising.
In this advertising strategy, the advertiser's objective is to win the attention of consumers through content that adds some kind of value, that generates engagement and interest. This is a type of paid ad that combines the content and function of the media on which it is served.
One of the examples of native advertising are the recommended content on a web page.
Answer:
the price of bonds will tend to
fall!
Explanation:
the price of bonds will tend to
fall!investment the price of bonds will tend to
fall!the price of bonds will tend to
fall!investment = depreciationinvestment = depreciationinvestment = depreciationthe price of bonds will tend to
fall!investment = depreciationinvestment = depreciationinvestment = depreciationinvestment = depreciationinvestment = depreciation depreciation