<u>B.</u> (Annuity PV factor, I = 12%, n = 4) PV = $2,000
<h3><u>What Is an Annuity's Present Value Interest Factor?</u></h3>
When the periodic payment amount is multiplied by the present value interest factor of an annuity, the present value of a series of annuities can be calculated. The initial deposit accrues interest at the interest rate (r), which may be expressed as the following formula and perfectly finances a sequence of (n) successive withdrawals:
PVIFA is equal to (1 - (1 + r)n) / r.
Another factor used to calculate the present value of a typical annuity is PVIFA. A PVIFA table, which quickly displays the value of PVIFA, contains the most typical values for both n and r. This table is a very helpful tool for contrasting various scenarios with varied n and r values.
Learn more about the annuity PV factor with the help of the given link:
brainly.com/question/15432294
#SPJ4
Answer:
a stock crash
Explanation:
Speculation refers to trading high risk securities in an attempt to earn higher than normal returns. Speculators use stock market fluctuations to purchase and sell risky securities, and when it is aired with buying on the margin the risk increases by the margin amount. Speculators profit from abrupt changes in security prices, and sometimes will artificially increase the price of securities (i.e. a stock market bubble).
Consumer confidence is vital for an economy's health and when it falls, the first place that takes notice of it is the stock market. A decrease in consumer confidence means less private consumption which inevitably results in an economic recession.
When both factors meet, over speculation and a decrease in consumer confidence, the result is the bursting of the stock market bubble and a sharp decrease in prices.
Answer:
C. 2 percent.
Explanation:
The computation of the annual real rate of interest is presented below:
Provided that
Nominal annual interest rate = 8%
Inflation rate = 5%
So, the annual real rate of interest is
Real rate of return = {( 1 + nominal annual rate of return) ÷ ( 1 + inflation rate)} - 1
= {( 1 + 0.08) ÷ ( 1 + 0.05)} - 1
= 2%