Answer:
4.87%
Explanation:
In this question , we are asked to calculate the appropriate after-tax cost of new debt for the firm to use in capital budgeting analysis.
PMT = 1000*7% = 70 (indicates the amount of interest payment)
Nper = 10 (indicates the period over which interest payments are made)
PV = 966 (indicates the present value)
FV = 1000 (indicates the future/face value)
Rate = ? (indicates the cost of debt)
After Tax Cost of Debt = Rate(Nper,PMT,PV,FV)*(1-Tax Rate) = Rate(10,70,-966,1000)*(1-.35) = 4.87%
Answer:
Turbo Tech has been able to offer more perceived value than Best Mobile
Explanation:
Turbo Tech has managed to market itself as a superior brand compared to Best Mobile. Through aggressive marketing, Turbo has convinced the industry that it is better than Best mobile.
Marketing is about creating brand perception. If customers agree with your arguments, the brand gains an advantage in the market. Perception is not reality. These two competitors have the same unit cost and market price. It could mean that their quality is also on the same level.
Turbo Tech has a better martketing strategy than Best Mobile.
Answer:
The price level and GDP will fall.
Explanation:
A decline in money supply will increase the interest rate, as a result the investment will decline. This will cause production to decrease. An increase in tax will cause the cost of production to increase, reducing the supply. The taxes will decrease the disposable income, further reduing demand and cnsumption. A pessimistic expectation of business will also cause production to decline.
A rise in the value of dollars will make exports expensive, reducing exports. All of this will cause the GDP and price level to decline.
Answer:
$1,088.12
Explanation:
The formula for calculating monthly repayments is as below.
M= P x <u> r </u>
1 − (1+r)−^n
where p is the loan amount = $220,000
r = 4.3per cent or 0.043 % interest rate per year,
on monthly basis r will be 0.043/12=0.00358%
n = 30 year, which is 30 x 12 months= 360 months
M= $220,000 x <u> 0.00358 </u>
1 - (1+0.00358 ) ^ - 360
M=$220,000 x<u> 0.00358 </u>
1- 0.2762
M = $220,000 x (0.00358 /0.7238)
M = $220,000 x 0.0049461
M = 1,088.12
Monthly payments will be $1,088.12