In: Finance
21-1 Assume the foreign exchange selling rates shown below for a few selected currencies
US $ equivelant | |
a-British Pounds | $1.4022 |
b-Indian Rupees | $0.0153 |
c-Japanese Yen | $0.0094 |
d-Australian Dollars | $0.7716 |
e-Mexican Pesos | $0.0538 |
f-Israeli Shekels | $0.2878 |
Calculate the number of the following foreign currencies that can be bought with 1 million US dollars
a-British Pounds |
b-Indian Rupees |
c-Japanese Yen |
d-Australian Dollars |
e-Mexican Pesos |
f-Israeli Shekels |
I assume it is just $1000000*exchange rate of each country but want to be sure. Please show calculations
Direct Quot means, taking Base Currency(Foriegn Currency) as Commodity,
As Exchange Rate given is Direct Quote, No. of Curriencies For 1 Million USD = 1000000 / Exchange Rate
US $ Equivalent | No. of Curriencies For 1 Million USD | Calculation | ||
a | British Poound | $ 1.4022 | $ 713,165.03 | 1000000 / 1.4022 |
b | Indian Rupees | $ 0.0153 | $ 65,359,477.12 | 1000000 / 0.0153 |
c | Japanese Yen | $ 0.0094 | $ 106,382,978.72 | 1000000 / 0.0094 |
d | Australian Dollars | $ 0.7716 | $ 1,296,008.29 | 1000000 / 0.7716 |
e | Mexican Pesos | $ 0.0538 | $ 18,587,360.59 | 1000000 / 0.0538 |
f | Islraeli Shekels | $ 0.2878 | $ 3,474,635.16 | 1000000 / 0.2878 |
Note: If Indirect Quote is given,
No. of Curriencies For 1 Million USD = 1000000 * Exchange Rate