Answer:
-0.11% a year
Explanation:
Susan's real interest rate is the nominal rate of her investment subtracted by the percentage increase in CPI.
The percentage increase in CPI for 2005 was:
Therefore, Susan's real interest rate (i) was:
Because only young adults were sampled, undercoverage bias may cause the newspaper to overestimate the proportion of all adults who have college debts.
<h3><u>What is bias in sampling?</u></h3>
When a sample is chosen in statistics, sampling bias is a bias that causes some individuals of the target population to have a lower or greater sampling probability than others. As a result, not every person or event was equally likely to have been chosen, resulting in a biased sample of a population (or non-human variables).
If this is not taken into consideration, results may be incorrectly attributed to the sampling procedure rather than the phenomenon being studied. Although some people identify sampling bias as a distinct sort of prejudice, sampling bias is typically categorized as a subtype of selection bias, sometimes referred to as sample selection bias.
Learn more about sampling bias with the help of the given link:
brainly.com/question/11094051
#SPJ4
Answer:
Explanation:
Rate per period =15% = 15/12 monthly
Payment(PMT)=$1,000
Future amaount(FV)=$2,000,000
N(years)=?
If input this data into fin calculator, n= 262.27months=262.27/12years=21.86years
Answer:
The multiple choices are:
a. $1132
b. $1044
c. $ 962
d. $1153
e. $ 988
The correct option is C,$962
Explanation:
The price a rational and prudent investor like me would be willing to pay for the bond today is the present worth of future cash inflows receivable from the bond issuer,which comprises of annual coupon interest and the face value at maturity.
=-pv(rate,nper,pmt,fv)
rate is required rate of return expected by investor of 10%
nper is 5 years since the investor intends to hold the bond for 5 years
pmt is the annual coupon interest=$1000*9%=$90
fv is the face value of $1000
=-pv(10%,5,90,1000)=$962.09
The current price is $962
Answer:
Jan. 22
Dr Cash $7,140,000
Cr Common Stock $6,300,000
Cr Paid in capital in excess of par $840,000
Feb. 27
Dr Cash $180,000
Cr Preferred Stock $135,000
Cr Paid-In Capital in Excess of Par-Preferred $45,000
Explanation:
Preparation of the entries for January 22 and February 27.
Jan. 22
Dr Cash $7,140,000
(210,000*$34)
Cr Common Stock $6,300,000
(210,000*$30)
Cr Paid in capital in excess of par $840,000
($7,140,000-$6,300,000)
Feb. 27
Dr Cash $180,000
(15,000*$12)
Cr Preferred Stock $135,000
(15,000*$9)
Cr Paid-In Capital in Excess of Par-Preferred $45,000
($180,000-$135,000)
