Answer:
All of them.
Explanation:
For considering the annuity formula we can determinate all the proposed factor:
C represent II the amount of each cash flow
r = represent the discopunt rate
while time or "n" represent the numebr of cashflow we have to calcualte the present value.
The timing refer wether the payment are made at the beginning or end of the period.
When made at the beginning it is an annuity-due
and the (1+r) factor multiplies the previous formula to represent the addtional period of capitalization each cashflow has or the one period less to discount for each cashflwo in cases of prresent value.
Answer:
November 2011
Explanation:
Based on the information given if the company purchased 20 sofas in the month of November 2011 in which the company paid the amount of $3,000 for an advert that ran in the local newspaper in the same month of November 2011 which simply means that the month in which the advertising costs should be expensed is the month of NOVEMBER 2011 which is the month the company paid the amount of $3,000 for advertising in the local newspaper.
Sorry but you need to answer this one bud. I would help you if I could but I don't know what makes you, well you. :)
Answer:
The bond equivalent yield to maturity = 8.52%
The effective annual yield to maturity of the bond = 8.71%
Explanation:
Here, we start with calculating the yield to maturity YTM using the financial calculator
To find the YTM, we need to put the following values in the financial calculator:
N = 20*2 = 40;
PV = -950;
PMT = [8%/2]*1000 = 40;
FV = 1000;
Press CPT, then I/Y, which gives us 4.26
So, Periodic Rate = 4.26%
Bond equivalent yield = Periodic Rate * No. of compounding periods in a year
= 4.26% * 2 = 8.52%
effective annual yield rate = [1 + Periodic Rate]^(No. of compounding periods in a year) - 1
= [1 + 0.0426]^2 - 1 = 1.0871 - 1 = 0.0871, or 8.71%
True because we do put other things above each other and
