Answer:
the answer is True.
Explanation:
There are 2 traits in an effective market segment.
- It is internally homogeneous (potential customers in the same segment prefer the same product qualities ).
- It is externally heterogeneous. In other words, potential customers from different segments have different quality preferences. It responds consistently to a given market stimulus.
Answer:
The given statement is FALSE.
Explanation:
It will only be till sustainable growth rate that the firm will not require external financing. The debt /ratio demands resources to sustain the operation, which are not powered by the profit margin.
Answer:
c. Appreciate; Appreciate
Explanation:
Triangular arbitrage is the act of taking an opportunity resulting from a pricing discrepancy among three different currencies when the currency's exchange rates do not exactly match up
This cases are very rare and for a quite short period of time so there are very few traders who takes the advantange of them.
Lets study th given cases here:
A) NZ dollar Versus Mexican Peso
The exchage rate is 1NZ$= 2 Mexican Pesos (MXP)
But if we apply the triangular arbitrage:
1 NZ dollar = 0.3333 US$
and we know tha 1 US$= 7 Mexican Pesos (MXP
Then 1 NZ dollar = 0.3333* 7 MXP= 2.333 MXP
So the NZ dollar appreciates
B) MXP Versus U$S
The exchage rate is 1 MXP= (1/7) U$S
But if we apply the triangular arbitrage:
1 MXP = 0.5 NZ
and we know tha 1 NZ= 0.333 US$
Then 1 MXP = 0.5* 0.333 U$S= 0.166 U$S
So the MXP appreciates
Answer:
net income during 2019 = $109,045
Explanation:
total stockholder equity 2018 = assets - liabilities = $293,500 - $79,245 = $214,255
total stockholder equity 2019 = assets - liabilities = $497,512 - $177,212 = $320,300
change in equity from 2018 to 2019 = $106,045
$33,000 can be explained by additional capital invested, and the remaining $73,045 corresponds to change in retained earnings
change in retained earnings = net income - dividends distributed
$73,045 = net income - $36,000
net income = $109,045
Answer:
16.59%
Explanation:
We are given the present value of the bonds, their future value and the time, we need to calculate the rate:
FV = PV (1 + rate)ⁿ
- FV = 100,000
- PV = 999.38
- n = 30
100,000 = 999.38 (1 + rate)³⁰
(1 + rate)³⁰ = 100,000 / 999.38 = 100.062
1 + rate = ³⁰√100.062 = 1.1659
rate = 1.1659 - 1 = 0.1659 or 16.59%
