Answer:
-$104.79
Explanation:
Current Mortgage Payment:
P/Y = 12,
N = 360,
I/Y = 6.5,
PV = $200,000,
Solve
for PMT = $1,264.14
Current Mortgage Balance:
P/Y = 12,
N = 300,
I/Y = 6.5,
PMT = $1,264.14,
Solve
for PV = $187,221.9
New Mortgage Payment:
P/Y = 12,
N = 240,
I/Y = 4.25,
PV = $187,222.54,
Solve
for PMT = $1,159.35
Current Payment - New Payment
= $1,159.35- $1,264.14
= -$104.79
Answer:
project team
Explanation:
The members belong to different groups (teacher and students)
They have difference functions and and they were dividend into sub-temas (one for each event)
And specially, after the celebration of the 150th annyversary ended the team are disbanded as the project is complete.
The student and teachers worker together for the goal of the 150th anniversary party.
Answer:
balance sheet
Explanation:
Businesses are required to prepare a balance sheet at the end of every financial year. The balance reports the net worth of a company. It lists all the assets and their values on one side and liabilities and equity on the side. The balance sheet follows the accounting equation to indicate the total assets on one side. It shows how the assets have been financed through liabilities and equity.
Answer:
The bond's real return for the year was 5.49%
Explanation:
In order to calculate the bond's real return for the year we would have to calculate the following formula:
bond's real return for the year=(1+Nominal rate of return)/(1+Inflation) -1
According to the given data Inflation=2.2 percent
To calculate the Nominal rate of return we would have to calculate the following:
Nominal rate of return=(Selling price + Interest coupon - Purchase price)/Purchase price
According to the given data:
Selling price=$976.26
Interest coupon=$43
Purchase price=$945.46
Therefore, Nominal rate of return=($976.26 + $43 - $945.46)/ $945.46
Nominal rate of return=7.81%
Therefore, bond's real return for the year= (1+7.81%)/(1+2.2%) -1
bond's real return for the year=5.49%
The bond's real return for the year was 5.49%
