Still experimenting

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abdulhakeem 2025-01-30 23:44:12 -06:00
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commit ff13dc6825
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{
"question": "Teddy finished half of a 500 piece puzzle, and then started and finished another 500 piece puzzle within an hour. How many puzzle pieces did Teddy place during that hour?",
"answer": "Teddy did 1/2 * 500 pieces = <<500/2=250>>250 pieces.\nTeddy completed 250 pieces + 500 pieces = <<250+500=750>>750 pieces.\n#### 750",
"id_orig": 1074,
"id_shuffled": 79,
"question_annotated": "{name,Teddy} finished {frac1,half} of a {n1,500} piece puzzle, and then started and finished {frac2,half} of another {n2,500} piece puzzle within an hour. How many puzzle pieces did {name,Teddy} place during that hour?\n\n#init:\n- name = sample(names)\n- $frac1 = sample(fraction_alnum)\n- $frac2 = sample(fraction_alnum)\n- $n1 = range(100, 501, 10)\n- $n2 = range(300, 500, 10)\n\n#conditions:\n- is_int(n1 * frac1)\n- is_int(n2 * frac2)\n\n#answer: int(n1 * frac1) + int(n2*frac2)",
"answer_annotated": "For the first puzzle, {name} did {frac1} * {n1} pieces = <<{n1}*{frac1}={int(n1*frac1)}>>{int(n1*frac1)} pieces.\nFor the second puzzle, {name} did {frac2} * {n2} pieces = <<{n2}*{frac2}={int(n2*frac2)}>>{int(n2*frac2)} pieces.\n{name} completed {int(n1*frac1)} pieces + {int(n2*frac2)} pieces = <<{int(n1*frac1)}+{int(n2*frac2)}={int(n1*frac1)+int(n2*frac2)}>>{int(n1*frac1)+int(n2*frac2)} pieces.\n#### {int(n1*frac1)+int(n2*frac2)}"
}