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Still experimenting
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"question": "A loaf of bread has 24 slices. If Abby can eat 2 slices a day while Josh can eat twice as much, how many days will the loaf of bread last?",
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"answer": "Josh can eat 2 x 2 = <<2*2=4>>4 slices a day.\nTogether, Abby and Josh can eat 2 + 4 = <<2+4=6>>6 slices a day.\nSo, a loaf of bread will last for 24/6 = <<24/6=4>>4 days.\n#### 4",
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"id_orig": 921,
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"id_shuffled": 37,
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"question_annotated": "A {item} has {n} {unit}. If {name1} can eat {x} {unit} a day while {name2} can eat {mult} as much, how many days will the {item} last?\n\n#init:\n- item = sample([\"pizza\", \"cake\", \"pie\", \"lasagna\"])\n- unit = sample([\"pieces\", \"portions\", \"servings\"])\n- name1, name2 = sample(names, 2)\n- $n = range(12, 49, 3)\n- $x = range(2, 6)\n- $mult = sample(multiple_ice+multi_times)\n\n#conditions:\n- divides(n, x + x*mult)\n\n#answer: n // (x + x*mult)",
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"answer_annotated": "{name2} can eat {x} x {mult} = <<{x}*{mult}={x*mult}>>{x*mult} {unit} a day.\nTogether, {name1} and {name2} can eat {x} + {x*mult} = <<{x}+{x*mult}={x+x*mult}>>{x+x*mult} {unit} a day.\nSo, a {item} will last for {n}/{x+x*mult} = <<{n}/{x+x*mult}={n//(x+x*mult)}>>{n//(x+x*mult)} days.\n#### {n//(x+x*mult)}"
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}
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