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"For a given positive integer $N$, Henry writes the quotient of $ab$ divided by $N+1$ on the board f(...TRUNCATED)
3
["Okay, let's try to tackle this problem step by step. First, let's make sure I understand the probl(...TRUNCATED)
["Okay, let me try to work through this problem step by step. So the problem says: For a given posit(...TRUNCATED)
imo-bench-algebra-001
0
"For a given positive integer $N$, Henry writes the quotient of $ab$ divided by $N+1$ on the board f(...TRUNCATED)
3
["Okay, let's try to tackle this problem step by step. First, let's make sure I understand the probl(...TRUNCATED)
["Okay, let me try to work through this problem step by step. So the problem is: For a given positiv(...TRUNCATED)
imo-bench-algebra-001
1
"For a given positive integer $N$, Henry writes the quotient of $ab$ divided by $N+1$ on the board f(...TRUNCATED)
3
["Okay, let's try to solve this problem step by step. First, let's make sure I understand the proble(...TRUNCATED)
["Okay, let's try to figure out how to summarize the latest candidate solution. The problem is about(...TRUNCATED)
imo-bench-algebra-001
2
"For a given positive integer $N$, Henry writes the quotient of $ab$ divided by $N+1$ on the board f(...TRUNCATED)
3
["Okay, let's try to tackle this problem step by step. First, let's make sure I understand the probl(...TRUNCATED)
["Okay, let's tackle this problem step by step. First, I need to make sure I understand what the pro(...TRUNCATED)
imo-bench-algebra-001
3
"Given a positive integer $a$, let $\\pi:\\{1,2,\\ldots , a\\}\\to\\{1,2,\\ldots , a\\}$ be a biject(...TRUNCATED)
$\left\lfloor \log_{2}a\right\rfloor +1$.
["Okay, let's try to tackle this problem step by step. The problem says: Given a positive integer \\(...TRUNCATED)
["Okay, let's try to figure out the minimum possible value of the sum $\\sum_{i=1}^{a} \\left\\lfloo(...TRUNCATED)
imo-bench-algebra-002
0
"Given a positive integer $a$, let $\\pi:\\{1,2,\\ldots , a\\}\\to\\{1,2,\\ldots , a\\}$ be a biject(...TRUNCATED)
$\left\lfloor \log_{2}a\right\rfloor +1$.
["Okay, let's try to tackle this problem step by step. The problem is: given a positive integer \\( (...TRUNCATED)
["Okay, let's try to figure out the minimum sum for this problem. The problem says: given a positive(...TRUNCATED)
imo-bench-algebra-002
1
"Given a positive integer $a$, let $\\pi:\\{1,2,\\ldots , a\\}\\to\\{1,2,\\ldots , a\\}$ be a biject(...TRUNCATED)
$\left\lfloor \log_{2}a\right\rfloor +1$.
["Okay, let's try to tackle this problem step by step. The problem says: Given a positive integer \\(...TRUNCATED)
["Okay, let's try to figure out the minimum possible value of the sum $ \\sum_{i=1}^{a} \\left\\lflo(...TRUNCATED)
imo-bench-algebra-002
2
"Given a positive integer $a$, let $\\pi:\\{1,2,\\ldots , a\\}\\to\\{1,2,\\ldots , a\\}$ be a biject(...TRUNCATED)
$\left\lfloor \log_{2}a\right\rfloor +1$.
["Okay, let's try to tackle this problem step by step. The problem is: given a positive integer \\( (...TRUNCATED)
["Okay, let's try to work through this problem step by step. The problem is: Given a positive intege(...TRUNCATED)
imo-bench-algebra-002
3
"Find all functions $g:\\mathbb{R}\\rightarrow\\mathbb{R}$ which is not a linear function and satisf(...TRUNCATED)
$g(x)=2x^{3}+c, g(x)=-2x^{3}+c$
["Okay, let's try to tackle this problem step by step. First, the problem is to find all non-linear (...TRUNCATED)
["Okay, let me try to work through this problem step by step. The goal is to find all non-linear fun(...TRUNCATED)
imo-bench-algebra-003
0
"Find all functions $g:\\mathbb{R}\\rightarrow\\mathbb{R}$ which is not a linear function and satisf(...TRUNCATED)
$g(x)=2x^{3}+c, g(x)=-2x^{3}+c$
["Okay, let's try to tackle this problem step by step. First, the problem is to find all non-linear (...TRUNCATED)
["Okay, let's try to figure out how to summarize the latest candidate solution. The problem is to fi(...TRUNCATED)
imo-bench-algebra-003
1
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