金声玉亮2.0模型评测报告

问题

There is a single choice question about high school macroeconomics. Answer the question by replying A, B, C or D.
Question: Suppose the exchange rates are 0.5 British Pound per dollar; 10 Mexican Pesos per dollar; and 100 Chinese Yuan per dollar. Further suppose that a Big Mac costs 3 dollars in America; 2 pounds in England; 50 pesos in Mexico; and 200 yuan in China. In which country is a Big Mac most expensive?
A. America ($3).
B. England ($4).
C. Mexico ($5).
D. China ($2).
Answer:

答案

模型	模型答案	正确答案
金声玉亮2.0	To determine in which country a Big Mac is most expensive, we need to convert the prices of a Big Mac in each country into a common currency, such as the US dollar, using the given exchange rates. 1. America: The price is already given in dollars, so it's $3. 2. England: With an exchange rate of 0.5 British Pounds per dollar, the price of a Big Mac in dollars is 2 pounds / 0.5 pounds/dollar = $4. 3. Mexico: With an exchange rate of 10 Mexican Pesos per dollar, the price of a Big Mac in dollars is 50 pesos / 10 pesos/dollar = $5. 4. China: With an exchange rate of 100 Chinese Yuan per dollar, the price of a Big Mac in dollars is 200 yuan / 100 yuan/dollar = $2. Therefore, the Big Mac is most expensive in Mexico, where it costs $5 in US dollars. The correct answer is C.	C
deepseekr1	C. Mexico ($5). To determine where the Big Mac is most expensive, convert all prices to US dollars using the given exchange rates: - England: 2 Pounds × (1 Dollar / 0.5 Pounds) = $4. - Mexico: 50 Pesos × (1 Dollar / 10 Pesos) = $5. - China: 200 Yuan × (1 Dollar / 100 Yuan) = $2. - USA: $3. Comparing these, Mexico ($5) is the most expensive. Answer: C	C
gpto1	C	C
GPT-4o	B. England ($4).	C
llama3.1-70B-Instruct	To determine in which country a Big Mac is most expensive, we need to convert the prices of the Big Mac in each country into a common currency, which in this case will be the US dollar, for ease of comparison. 1. America: The price of a Big Mac in America is given directly in dollars as $3. 2. England: The price of a Big Mac in England is 2 pounds. Given the exchange rate of 0.5 British Pounds per dollar, we convert the price to dollars as follows: - 2 pounds / 0.5 pounds per dollar = $4. 3. Mexico: The price of a Big Mac in Mexico is 50 pesos. Given the exchange rate of 10 Mexican Pesos per dollar, we convert the price to dollars as follows: - 50 pesos / 10 pesos per dollar = $5. 4. China: The price of a Big Mac in China is 200 yuan. Given the exchange rate of 100 Chinese Yuan per dollar, we convert the price to dollars as follows: - 200 yuan / 100 yuan per dollar = $2. Comparing the prices in dollars: - America: $3 - England: $4 - Mexico: $5 - China: $2 Therefore, the country where a Big Mac is most expensive is Mexico, with a price equivalent to $5 in US dollars. The correct answer is C.	C
llama3.1-405B-Instruct	To determine in which country a Big Mac is most expensive, we need to convert the prices of a Big Mac in each country into a common currency, such as the US dollar, using the given exchange rates. 1. America: The price is already given in dollars, so it's $3. 2. England: With an exchange rate of 0.5 British Pounds per dollar, the price of a Big Mac in dollars is 2 pounds / 0.5 pounds/dollar = $4. 3. Mexico: With an exchange rate of 10 Mexican Pesos per dollar, the price of a Big Mac in dollars is 50 pesos / 10 pesos/dollar = $5. 4. China: With an exchange rate of 100 Chinese Yuan per dollar, the price of a Big Mac in dollars is 200 yuan / 100 yuan/dollar = $2. Comparing these prices, a Big Mac is most expensive in Mexico at $5. The correct answer is C.	C
DeepSeek-Coder-V2	B. England ($4).	C
Qwen2-72B-Instruct	B. England ($4).	C
baichuan4	To determine in which country a Big Mac is most expensive, we need to convert the prices of a Big Mac in each country to US dollars using the given exchange rates. In America, a Big Mac costs $3. In England, a Big Mac costs 2 pounds. With the exchange rate of 0.5 British Pound per dollar, this is equivalent to $4 (2 pounds * 2 dollars per pound = $4). In Mexico, a Big Mac costs 50 pesos. With the exchange rate of 10 Mexican Pesos per dollar, this is equivalent to $5 (50 pesos / 10 pesos per dollar = $5). In China, a Big Mac costs 200 yuan. With the exchange rate of 100 Chinese Yuan per dollar, this is equivalent to $2 (200 yuan / 100 yuan per dollar = $2). Therefore, the correct answer is: C. Mexico ($5).	C
doubao	B To compare the prices in different countries, we need to convert the local currency prices to US dollars. In England, a Big Mac costs 2 pounds and since the exchange rate is 0.5 pounds per dollar, it costs 2/0.5 = 4 dollars. In Mexico, it costs 50 pesos and with the exchange rate of 10 pesos per dollar, it costs 50/10 = 5 dollars. In China, it costs 200 yuan and with the exchange rate of 100 yuan per dollar, it costs 200/100 = 2 dollars. So the Big Mac is most expensive in England ($4).	C
minimax	To determine where the Big Mac is most expensive, we need to convert the prices into a common currency. Let's use the US dollar as the common currency for comparison. - In America, the Big Mac costs $3. - In England, the Big Mac costs 2 pounds. To convert to dollars, we use the exchange rate of 0.5 British Pound per dollar: 2 pounds * 0.5 dollars/pound = $1. - In Mexico, the Big Mac costs 50 pesos. To convert to dollars, we use the exchange rate of 10 Mexican Pesos per dollar: 50 pesos / 10 pesos/dollar = $5. - In China, the Big Mac costs 200 yuan. To convert to dollars, we use the exchange rate of 100 Chinese Yuan per dollar: 200 yuan / 100 yuan/dollar = $ *paring the costs in dollars: - America: $3 - England: $1 - Mexico: $5 - China: $2 The Big Mac is most expensive in Mexico at $5. Answer: C. Mexico ($5).	C
kimi	To determine which country has the most expensive Big Mac, we need to convert the local prices of the Big Mac to a common currency, which is the US dollar in this case. 1. America: The price is already given in dollars, so it's $3. 2. England: The price is 2 pounds. Converting to dollars: \[ 2 \text{ pounds} \times \frac{1 \text{ dollar}}{0.5 \text{ pounds}} = 4 \text{ dollars} \] 3. Mexico: The price is 50 pesos. Converting to dollars: \[ 50 \text{ pesos} \times \frac{1 \text{ dollar}}{10 \text{ pesos}} = 5 \text{ dollars} \] 4. China: The price is 200 yuan. Converting to dollars: \[ 200 \text{ yuan} \times \frac{1 \text{ dollar}}{100 \text{ yuan}} = 2 \text{ dollars} \] Comparing the prices in dollars: - America: $3 - England: $4 - Mexico: $5 - China: $2 The most expensive Big Mac is in Mexico. Answer: C. Mexico ($5).	C
wenxinyiyan	C To determine where a Big Mac is most expensive, we need to calculate the price of a Big Mac in dollars in each country. We do this by multiplying the price of a Big Mac in the local currency by the exchange rate for that currency in terms of dollars. In America, a Big Mac costs $3, so no conversion is necessary. In England, a Big Mac costs 2 pounds. At an exchange rate of 0.5 pounds per dollar, the price in dollars is 2 pounds / 0.5 pounds per dollar = $4. In Mexico, a Big Mac costs 50 pesos. At an exchange rate of 10 pesos per dollar, the price in dollars is 50 pesos / 10 pesos per dollar = $5. In China, a Big Mac costs 200 yuan. At an exchange rate of 100 yuan per dollar, the price in dollars is 200 yuan / 100 yuan per dollar = $2. Comparing these prices, we see that a Big Mac is most expensive in Mexico, where it costs $5. Therefore, the correct answer is C.	C
zhipu	To determine in which country a Big Mac is most expensive, we need to convert the local prices into US dollars using the given exchange rates. - America: The price is already in dollars, so it's $3. - England: - Price in pounds: 2 pounds - Exchange rate: 0.5 British Pound per dollar - Price in dollars: \( 2 \text{ pounds} \div 0.5 \text{ pounds/dollar} = 4 \text{ dollars} \) - Mexico: - Price in pesos: 50 pesos - Exchange rate: 10 Mexican Pesos per dollar - Price in dollars: \( 50 \text{ pesos} \div 10 \text{ pesos/dollar} = 5 \text{ dollars} \) - China: - Price in yuan: 200 yuan - Exchange rate: 100 Chinese Yuan per dollar - Price in dollars: \( 200 \text{ yuan} \div 100 \text{ yuan/dollar} = 2 \text{ dollars} \) Comparing the prices in dollars: - America: $3 - England: $4 - Mexico: $5 - China: $2 The most expensive Big Mac is in Mexico at $5. Answer: C. Mexico ($5).	C
gpto1	C	C

模型

模型答案

正确答案

金声玉亮2.0

To determine in which country a Big Mac is most expensive, we need to convert the prices of a Big Mac in each country into a common currency, such as the US dollar, using the given exchange rates.

1. **America**: The price is already given in dollars, so it's $3.
2. **England**: With an exchange rate of 0.5 British Pounds per dollar, the price of a Big Mac in dollars is 2 pounds / 0.5 pounds/dollar = $4.
3. **Mexico**: With an exchange rate of 10 Mexican Pesos per dollar, the price of a Big Mac in dollars is 50 pesos / 10 pesos/dollar = $5.
4. **China**: With an exchange rate of 100 Chinese Yuan per dollar, the price of a Big Mac in dollars is 200 yuan / 100 yuan/dollar = $2.

Therefore, the Big Mac is most expensive in **Mexico**, where it costs $5 in US dollars.

The correct answer is **C**.

deepseekr1

C. Mexico ($5).

To determine where the Big Mac is most expensive, convert all prices to US dollars using the given exchange rates:

- **England**: 2 Pounds × (1 Dollar / 0.5 Pounds) = $4.
- **Mexico**: 50 Pesos × (1 Dollar / 10 Pesos) = $5.
- **China**: 200 Yuan × (1 Dollar / 100 Yuan) = $2.
- **USA**: $3.

Comparing these, Mexico ($5) is the most expensive. **Answer: C**

gpto1

GPT-4o

B. England ($4).

llama3.1-70B-Instruct

To determine in which country a Big Mac is most expensive, we need to convert the prices of the Big Mac in each country into a common currency, which in this case will be the US dollar, for ease of comparison.

1. **America**: The price of a Big Mac in America is given directly in dollars as $3.

2. **England**: The price of a Big Mac in England is 2 pounds. Given the exchange rate of 0.5 British Pounds per dollar, we convert the price to dollars as follows:
- 2 pounds / 0.5 pounds per dollar = $4.

3. **Mexico**: The price of a Big Mac in Mexico is 50 pesos. Given the exchange rate of 10 Mexican Pesos per dollar, we convert the price to dollars as follows:
- 50 pesos / 10 pesos per dollar = $5.

4. **China**: The price of a Big Mac in China is 200 yuan. Given the exchange rate of 100 Chinese Yuan per dollar, we convert the price to dollars as follows:
- 200 yuan / 100 yuan per dollar = $2.

Comparing the prices in dollars:
- America: $3
- England: $4
- Mexico: $5
- China: $2

Therefore, the country where a Big Mac is most expensive is **Mexico**, with a price equivalent to $5 in US dollars.

The correct answer is C.

llama3.1-405B-Instruct

To determine in which country a Big Mac is most expensive, we need to convert the prices of a Big Mac in each country into a common currency, such as the US dollar, using the given exchange rates.

1. **America**: The price is already given in dollars, so it's $3.
2. **England**: With an exchange rate of 0.5 British Pounds per dollar, the price of a Big Mac in dollars is 2 pounds / 0.5 pounds/dollar = $4.
3. **Mexico**: With an exchange rate of 10 Mexican Pesos per dollar, the price of a Big Mac in dollars is 50 pesos / 10 pesos/dollar = $5.
4. **China**: With an exchange rate of 100 Chinese Yuan per dollar, the price of a Big Mac in dollars is 200 yuan / 100 yuan/dollar = $2.

Comparing these prices, a Big Mac is most expensive in **Mexico** at $5.

The correct answer is **C**.

DeepSeek-Coder-V2

B. England ($4).

Qwen2-72B-Instruct

B. England ($4).

baichuan4

To determine in which country a Big Mac is most expensive, we need to convert the prices of a Big Mac in each country to US dollars using the given exchange rates.

In America, a Big Mac costs $3.

In England, a Big Mac costs 2 pounds. With the exchange rate of 0.5 British Pound per dollar, this is equivalent to $4 (2 pounds * 2 dollars per pound = $4).

In Mexico, a Big Mac costs 50 pesos. With the exchange rate of 10 Mexican Pesos per dollar, this is equivalent to $5 (50 pesos / 10 pesos per dollar = $5).

In China, a Big Mac costs 200 yuan. With the exchange rate of 100 Chinese Yuan per dollar, this is equivalent to $2 (200 yuan / 100 yuan per dollar = $2).

Therefore, the correct answer is:

C. Mexico ($5).

doubao

B

To compare the prices in different countries, we need to convert the local currency prices to US dollars. In England, a Big Mac costs 2 pounds and since the exchange rate is 0.5 pounds per dollar, it costs 2/0.5 = 4 dollars. In Mexico, it costs 50 pesos and with the exchange rate of 10 pesos per dollar, it costs 50/10 = 5 dollars. In China, it costs 200 yuan and with the exchange rate of 100 yuan per dollar, it costs 200/100 = 2 dollars. So the Big Mac is most expensive in England ($4).

minimax

To determine where the Big Mac is most expensive, we need to convert the prices into a common currency. Let's use the US dollar as the common currency for comparison.

- In America, the Big Mac costs $3.
- In England, the Big Mac costs 2 pounds. To convert to dollars, we use the exchange rate of 0.5 British Pound per dollar: 2 pounds * 0.5 dollars/pound = $1.
- In Mexico, the Big Mac costs 50 pesos. To convert to dollars, we use the exchange rate of 10 Mexican Pesos per dollar: 50 pesos / 10 pesos/dollar = $5.
- In China, the Big Mac costs 200 yuan. To convert to dollars, we use the exchange rate of 100 Chinese Yuan per dollar: 200 yuan / 100 yuan/dollar = $**

***paring the costs in dollars:
- America: $3
- England: $1
- Mexico: $5
- China: $2

The Big Mac is most expensive in Mexico at $5.

Answer: C. Mexico ($5).

kimi

To determine which country has the most expensive Big Mac, we need to convert the local prices of the Big Mac to a common currency, which is the US dollar in this case.

1. **America**: The price is already given in dollars, so it's $3.

2. **England**: The price is 2 pounds. Converting to dollars:
\[
2 \text{ pounds} \times \frac{1 \text{ dollar}}{0.5 \text{ pounds}} = 4 \text{ dollars}
\]

3. **Mexico**: The price is 50 pesos. Converting to dollars:
\[
50 \text{ pesos} \times \frac{1 \text{ dollar}}{10 \text{ pesos}} = 5 \text{ dollars}
\]

4. **China**: The price is 200 yuan. Converting to dollars:
\[
200 \text{ yuan} \times \frac{1 \text{ dollar}}{100 \text{ yuan}} = 2 \text{ dollars}
\]

Comparing the prices in dollars:
- America: $3
- England: $4
- Mexico: $5
- China: $2

The most expensive Big Mac is in **Mexico**.

Answer: **C. Mexico ($5)**.

wenxinyiyan

C

To determine where a Big Mac is most expensive, we need to calculate the price of a Big Mac in dollars in each country. We do this by multiplying the price of a Big Mac in the local currency by the exchange rate for that currency in terms of dollars.

In America, a Big Mac costs $3, so no conversion is necessary.

In England, a Big Mac costs 2 pounds. At an exchange rate of 0.5 pounds per dollar, the price in dollars is 2 pounds / 0.5 pounds per dollar = $4.

In Mexico, a Big Mac costs 50 pesos. At an exchange rate of 10 pesos per dollar, the price in dollars is 50 pesos / 10 pesos per dollar = $5.

In China, a Big Mac costs 200 yuan. At an exchange rate of 100 yuan per dollar, the price in dollars is 200 yuan / 100 yuan per dollar = $2.

Comparing these prices, we see that a Big Mac is most expensive in Mexico, where it costs $5. Therefore, the correct answer is C.

zhipu

To determine in which country a Big Mac is most expensive, we need to convert the local prices into US dollars using the given exchange rates.

- **America:** The price is already in dollars, so it's $3.

- **England:**
- Price in pounds: 2 pounds
- Exchange rate: 0.5 British Pound per dollar
- Price in dollars: $ 2 \text{ pounds} \div 0.5 \text{ pounds/dollar} = 4 \text{ dollars} $

- **Mexico:**
- Price in pesos: 50 pesos
- Exchange rate: 10 Mexican Pesos per dollar
- Price in dollars: $ 50 \text{ pesos} \div 10 \text{ pesos/dollar} = 5 \text{ dollars} $

- **China:**
- Price in yuan: 200 yuan
- Exchange rate: 100 Chinese Yuan per dollar
- Price in dollars: $ 200 \text{ yuan} \div 100 \text{ yuan/dollar} = 2 \text{ dollars} $

Comparing the prices in dollars:
- America: $3
- England: $4
- Mexico: $5
- China: $2

The most expensive Big Mac is in Mexico at $5.

Answer: C. Mexico ($5).

gpto1