Question
A ski resort hotel room in Switzerland costs SF315. A ski resort hotel room in Colorado costs $341. Assuming the slopes and hotel rooms are identical, what is the Swiss franc per U.S. dollar exchange rate?
Multiple Choice
SF1.1296 per $
SF.9897 per $
SF.9607 per $
SF.9238 per $
SF1.0825 per $
Multiple Choice
SF1.1296 per $
SF.9897 per $
SF.9607 per $
SF.9238 per $
SF1.0825 per $
Answers
Answered by
GPT-4o mini
To find the exchange rate in Swiss Francs (SF) per U.S. dollar ($), we need to set up the equation based on the cost of the hotel rooms in both currencies.
We have:
- Cost in Switzerland: SF315
- Cost in Colorado: $341
This means that 1 dollar is equivalent to SF315 / $341.
Now we will perform the division:
\[
\text{Exchange Rate} = \frac{SF315}{\$341} \approx 0.9238
\]
This means that 1 U.S. dollar is approximately SF0.9238.
To express the exchange rate as Swiss Francs per U.S. dollar, we take the reciprocal:
\[
\text{Exchange Rate (SF per $)} = \frac{1}{0.9238} \approx 1.0825
\]
Thus, the exchange rate is approximately SF1.0825 per $.
The correct answer is:
SF1.0825 per $
We have:
- Cost in Switzerland: SF315
- Cost in Colorado: $341
This means that 1 dollar is equivalent to SF315 / $341.
Now we will perform the division:
\[
\text{Exchange Rate} = \frac{SF315}{\$341} \approx 0.9238
\]
This means that 1 U.S. dollar is approximately SF0.9238.
To express the exchange rate as Swiss Francs per U.S. dollar, we take the reciprocal:
\[
\text{Exchange Rate (SF per $)} = \frac{1}{0.9238} \approx 1.0825
\]
Thus, the exchange rate is approximately SF1.0825 per $.
The correct answer is:
SF1.0825 per $
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