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Models
Google Gemini 2.5 Pro
Gemini25_MMC_Config-Copy2
Claude 3.7 Sonnet
Claude37_MMC_Config-Copy

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A1

Assistant 1

SELECT

Okay, let's solve this step-by-step.

Define variables:

Let 
𝐽
J be John's age.
Let 
𝑀
M be Mary's age.

Translate the sentences into equations:

"John is 5 years older than his sister Mary" translates to: 
𝐽
=
𝑀
+
5
J=M+5
"The sum of their ages is 27" translates to: 
𝐽
+
𝑀
=
27
J+M=27

Solve the system of equations: We can use substitution. Since we know 
𝐽
=
𝑀
+
5
J=M+5, we can substitute 
(
𝑀
+
5
)
(M+5) for 
𝐽
J in the second equation: 
(
𝑀
+
5
)
+
𝑀
=
27
(M+5)+M=27

**Simplify and solve for

A2

Assistant 2

SELECT

I need to find the ages of John and Mary.

Given:

John is 5 years older than Mary
The sum of their ages is 27

Let me define variables:

Let Mary's age be m
Let John's age be j

From the first condition, I know that: j = m + 5

From the second condition: j + m = 27

I can substitute the first equation into the second: (m + 5) + m = 27 2m + 5 = 27 2m = 22 m = 11

Now I can find John's age: j = m + 5 = 11 + 5 = 16

Therefore, Mary is 11 years old and John is 16 years old.

Interactive tour: Chat arena for model comparison

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GenAI chat arena: Compare model responses

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Chat arena for model comparison