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[ { "content": "Return your final response within \\boxed{} and only include the letter choice (A, B, C, or D) as your final response.\nProblem: Two quantum states with energies E1 and E2 have a lifetime of 10^-9 sec and 10^-8 sec, respectively. We want to clearly distinguish these two energy levels. Which one of...
{ "do_sample": true, "max_new_tokens": 32768, "seed": 0, "temperature": 0.7 }
0
0
GPQADiamond
{ "expected_answer": "", "problem_id": "", "reference_solution": "" }
<|begin_of_thought|> Okay, let's try to figure out this problem. So, we have two quantum states with energies E1 and E2, and their lifetimes are 10^-9 seconds and 10^-8 seconds, respectively. We need to determine the energy difference that would allow us to clearly distinguish between these two energy levels. The opti...
[ { "content": "Return your final response within \\boxed{} and only include the letter choice (A, B, C, or D) as your final response.\nProblem: trans-cinnamaldehyde was treated with methylmagnesium bromide, forming product 1.\n\n1 was treated with pyridinium chlorochromate, forming product 2.\n\n3 was treated wi...
{ "do_sample": true, "max_new_tokens": 32768, "seed": 0, "temperature": 0.7 }
0
1
GPQADiamond
{ "expected_answer": "", "problem_id": "", "reference_solution": "" }
<|begin_of_thought|> Okay, let's try to figure out how many carbon atoms are in product 3. The problem involves a series of reactions starting from trans-cinnamaldehyde. Let me break down each step one by one. First, the starting material is trans-cinnamaldehyde. That's an aldehyde with a trans double bond. The first...
[ { "content": "Return your final response within \\boxed{} and only include the letter choice (A, B, C, or D) as your final response.\nProblem: A spin-half particle is in a linear superposition 0.5|\\uparrow\\rangle+sqrt(3)/2|\\downarrow\\rangle of its spin-up and spin-down states. If |\\uparrow\\rangle and |\\d...
{ "do_sample": true, "max_new_tokens": 32768, "seed": 0, "temperature": 0.7 }
0
2
GPQADiamond
{ "expected_answer": "", "problem_id": "", "reference_solution": "" }
<|begin_of_thought|> Okay, let's try to figure out this problem step by step. So, the question is about finding the expectation value of the operator 10σz + 5σx for a spin-half particle that's in a certain superposition state. The state given is 0.5|↑⟩ + sqrt(3)/2|↓⟩. Hmm, right. Let me recall what I know about spin s...
[ { "content": "Return your final response within \\boxed{} and only include the letter choice (A, B, C, or D) as your final response.\nProblem: In a parallel universe where a magnet can have an isolated North or South pole, Maxwell’s equations look different. But, specifically, which of those equations are diffe...
{ "do_sample": true, "max_new_tokens": 32768, "seed": 0, "temperature": 0.7 }
0
3
GPQADiamond
{ "expected_answer": "", "problem_id": "", "reference_solution": "" }
<|begin_of_thought|> Okay, let's try to figure out this problem. So the question is about Maxwell's equations in a parallel universe where magnets can have isolated North or South poles. We need to determine which of the equations are different due to this change. The options are A to D. First, I remember that in our...
[ { "content": "Return your final response within \\boxed{} and only include the letter choice (A, B, C, or D) as your final response.\nProblem: Calculate the eigenvector of a quantum mechanical operator $\\vec{P}$ for a muon along an arbitrary direction $\\vec{n}$ lying in the x-z plane corresponding to the eige...
{ "do_sample": true, "max_new_tokens": 32768, "seed": 0, "temperature": 0.7 }
0
4
GPQADiamond
{ "expected_answer": "", "problem_id": "", "reference_solution": "" }
<|begin_of_thought|> Okay, let's try to figure out this problem step by step. So, the question is about finding the normalized eigenvector of the quantum mechanical operator P for a muon along an arbitrary direction n in the x-z plane corresponding to the eigenvalue +ħ/2. The operator P is given as a combination of it...
[{"content":"Return your final response within \\boxed{} and only include the letter choice (A, B, C(...TRUNCATED)
{ "do_sample": true, "max_new_tokens": 32768, "seed": 0, "temperature": 0.7 }
0
5
GPQADiamond
{ "expected_answer": "", "problem_id": "", "reference_solution": "" }
"<|begin_of_thought|>\n\nOkay, let's try to figure out this quantum mechanics problem. The potential(...TRUNCATED)
[{"content":"Return your final response within \\boxed{} and only include the letter choice (A, B, C(...TRUNCATED)
{ "do_sample": true, "max_new_tokens": 32768, "seed": 0, "temperature": 0.7 }
0
6
GPQADiamond
{ "expected_answer": "", "problem_id": "", "reference_solution": "" }
"<|begin_of_thought|>\n\nOkay, let's try to figure out this problem. So the question is about the an(...TRUNCATED)
[{"content":"Return your final response within \\boxed{} and only include the letter choice (A, B, C(...TRUNCATED)
{ "do_sample": true, "max_new_tokens": 32768, "seed": 0, "temperature": 0.7 }
0
7
GPQADiamond
{ "expected_answer": "", "problem_id": "", "reference_solution": "" }
"<|begin_of_thought|>\n\nOkay, let's try to figure out this problem step by step. So, the question i(...TRUNCATED)
[{"content":"Return your final response within \\boxed{} and only include the letter choice (A, B, C(...TRUNCATED)
{ "do_sample": true, "max_new_tokens": 32768, "seed": 0, "temperature": 0.7 }
0
8
GPQADiamond
{ "expected_answer": "", "problem_id": "", "reference_solution": "" }
"<|begin_of_thought|>\n\nOkay, let's try to figure out which of these molecules has C3h symmetry. Hm(...TRUNCATED)
[{"content":"Return your final response within \\boxed{} and only include the letter choice (A, B, C(...TRUNCATED)
{ "do_sample": true, "max_new_tokens": 32768, "seed": 0, "temperature": 0.7 }
0
9
GPQADiamond
{ "expected_answer": "", "problem_id": "", "reference_solution": "" }
"<|begin_of_thought|>\n\nOkay, let's try to figure out which exoplanet has the highest density. The (...TRUNCATED)
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mlfoundations-dev/OpenThinker-7B_1743586838_eval_f912

Precomputed model outputs for evaluation.

Evaluation Results

GPQADiamond

  • Average Accuracy: 35.86% ± 0.00%
  • Number of Runs: 1
Run Accuracy Questions Solved Total Questions
1 35.86% 71 198
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