Answer:
▪︎Products and Services That Fit Your Needs.
▪︎Security for Your Money.
▪︎Convenient Access to Your Cash.
▪︎Minimal Fees.
Explanation:
Answer:
Beta = 0.62
Explanation:
<em>The capital pricing model establishes the relationship between expected return from a stock and its systematic risk . The systematic risk is that which affects all players (businesses and firms) in the entire market, such risks are occassioned by changes in interest rate, exchange rate e.t.c</em>
<em>According to the model , the expected return is computed as follows</em>
E(r) = Rf + β(Rm-Rf)
Rf- risk -free rate, Rm-Rf - market premium
E(r) = 12.2%, Rm-Rf = 10, β- ?
12.2 = 6% + β× 10
10β = 12.2 -6
β= (12.2-6)/10
= 0.62
Answer:
achieve economies of scope
Explanation:
Economies of scope -
It is the concept in economics , which is the reduction in the total cost of the production , when some products are produced collectively rather than individually , is known as economies of scope .
Same case is given in the question , where the management have organised medical and dental practices via some unique training program for the staff .
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:
13 years
Explanation:
Note that, if we add the annual interest rate of 7.9% to $8000 [(0.079*8000)+8000] we get a total value of $8632. We perform random division of the 8632 with 11 12, 13 years we note that at 13 years the total annual payment is lowest.
Such that 8632/13 years= $664 lower than paying $750.
