Answer:
Pull factor becoming a push factor
Explanation:
Nigeria is the most populous black nation on earth and attracts a lot of tourist as well as investors at every point in time. During the 1970's, there was migration of people from other west African countries due to the economic stabilty and increasing economic expansion, thus making Nigeria a place to search for greener pasture within the continent. In the 1980's, there was an economic downturn that hit the country so hard that Nigerians started calling for the exit of fellow african nationals in the country. Most affected country then was Ghana and there was a slogan with tthe phrase 'Ghana-must-go'.
The phrase went on to become the name of the bags with which Ghanians left tthe country with.
N.B: look up Ghana-must-go bags on google.
Cheers.
Answer:
answer is b) False
Explanation:
given data
contribution margin = $10
selling price = $25
total fixed costs = $500
break-even point = 100 units
solution
we get here Break even point that is
Break even point = 
...........1
Break even point = 
Break even point = 50 units
but we have given break-even point is 100 units
so answer is b) False
Answer:
False
Explanation:
The first part was true. A higher WACC results in a lower NPV simply because a higher discount rate results in a lower present value.
E.g. 100 / (1 + 6%)³ = 83.96, but if we increase r to 10%, then 100 / (1 + 10%)³ = 75.13
The second part is wrong because under the IRR method, the decision rule is very simple, all projects are accepted if their IRR is higher than the project's WACC (or discount rate). I.e. if hte project's WACC increases, so does the chance of the project being rejected because the IRR might be lower than the WACC.
Answer:
$4,953
Explanation:
Given by the question, we have:
+) Present value of annuity = $17,400
+) Return on the investment = annual interest rate on the loan = 9.4%
The type of this annuity is annuity due.
We have the equation to calculate the present value of annuity due as following:
PV Annuity Due = P × [1 - (1 + r)^(-N)]/r × (1+r)
=> P = PV Annuity Due ÷ {[1 - (1 + r)^(-N)]/r × (1+r)}
In which:
+) P: Annual payment
+) r: annual interest rate = 9.4% = 0.094
+) N: Number of payments = 4 (As the loan is repaid in 4 payments)
+) PV Annuity Due = 17,400
=> P = 17,400 ÷ {[1 - (1 + 0.094)^(-4)]/0.094 × (1+0.094)} ≈ $4,953
