Answer:
Employment at 122 million. At Point S.
Explanation:
The economy system is known as Demand Inflation. This is the economic condition that exists when the total aggregate demand for goods and services is more than the total aggregate supply of goods and services. It is also referred to as the demand-pull inflation and it occurs when there is insufficient supply which leads to an increase in price. Therefore, employment is at approximately 122 million and the economy is at point S.
Answer:
1. What is the TYM? 7.64%
2. What is the YTC?: 7.36%
3. 3. If interest rates are expected to remain constant, what is the best estimate of the remaining life left for RTE Incs bonds? : 8 yrs
As the YTC is lower than YTM the company will purchase the bonds
4. If RTE issued new bonds today, what coupon rate must have to be issued at par? 7.64%
The bonds will need to be issued at market to be at par.
Explanation:
We solve for the YTM and YTC considering they are the sum of the coupon payment and maturity or call price which maches the current market price:
YTM
C 90.000
time 18
rate 0.076433667
PV $864.7491
Maturity 1,000.00
time 18.00
rate 0.076433667
PV 265.60
PV c $864.7491
PV m $265.6006
Total $1,130.3497
YTC
C 90.000
time 8
rate 0.073634141
PV $529.9297
Maturity 1,060.00
time 8.00
rate 0.073634141
PV 600.42
PV c $529.9297
PV m $600.4203
Total $1,130.3500
Answer:
state college with an earned bachelor’s degree
Explanation:
Answer:
a) Compounded Annually = $9671.41
b) Compounded Monthly = $9691.51
c) Compounded Weekly = $9692.93
d) Compounded Daily = $9693.30
e) Compounded Continuously = $9693.36
Explanation:
Solution:
This question is very simple. We just need to know the basic formula.
Data Given:
P = Principal Amount = $8000
i = interest rate = 2.4% annual
n = period or year = 8 years.
So, our basic formula is:
A = P
a) Compounded Annually.
A = P
A = 8000
A = $9671.41
b) Compounded Monthly:
1 year = 12 months.
A = P
A = 8000
A = $9691.51
c) Compounded Weekly:
1 year = 52 weeks
A = P
A = 8000
A = $9692.93
d) Compounded Daily:
1 year = 365 days
A = P
A = 8000
A = $9693.30
e) Compounded Continuously:
For this we have following formula:
A = P
A = P
A = $9693.36
Fixed Costs: 420,000
Variable Costs: 65%
Your BREAK-EVEN Point is: $1,200,000 USD or 600 Units @ $200 Each