Answer:
88.38
Explanation:
Given;
1 U.S. dollar = 122 Japanese yen
1 British pound = 2.25 Swiss francs
1 British pound = 1.63 U.S. dollars
Therefore,
2.25 Swiss francs = 1.63 U.S. dollars
1 US. dollar = 2.25/1.63 Swiss francs
1 US dollar = 1.38 Swiss francs
since
1 U.S. dollar = 122 Japanese yen then,
1.38 Swiss francs = 122 Japanese yen
1 Swiss francs = 122/1.38 Japanese yen
1 Swiss francs = 88.38 Japanese yen
1 Swiss franc can be used to purchase 88.38 Japanese yen.
Answer:
Differentiator
Explanation:
I'm not sure about it but honestly I think its the one, since Karen is suing something different that hasn't been seen on other Italian pasta cookers.
Answer:
$700
Explanation:
Given that
Price of a 3 month put option = $3
Price of a 3 month call option = $4
Considering the above
Selling the straddle = sell a put + sell a call
Thus,
Total premium income from selling a stradle = (P + C)100
Where,
P is price of put
C is price of call
Therefore,
Total premium from selling a stradle
= (3 + 4)100
= 7 × 100
= $700
Answer:
The company provides micro financial services to poor and the needy people having no access to regular banking services
This helps to boost small businesses and financial inclusion which are heart of any economy and vital to the economy and promoting growth.
Possible measures taken by the organization includes providing funds for at lower interest rates and providing credit services. Subsidized credit to deficient areas increases productivity and employment growth by means of boosting the small and medium-sized enterprises.
This may work in poor communities in United States. However in united schemes there are lots of other governmental schemes such as coupons, free food etc program are already running.
However, these programs are also carrying a potential here. But there potential is much greater in poor countries having less developed banking and financial reach.
Explanation:
Answer:
17.76%
Explanation:
The computation of the time-weighted return on your investment is given below
But before that we have to do the following calculations
Year 1 = ($46.50 - $42.50) + 2 ÷ ($42.50) × 100 = 14.12%
Year 2 = ($54.50 - $46.50) + 2 ÷ ($46.50) × 100 = 21.51%
Now the time weighted return is
(1 + t)^2 = (1 + 14.12%) × (1 + 21.51%)
= 1.1412 × 1.2151
= √1.3867 - 1
= 17.76%
