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Students are shown a receptacle and told that it holds either one tenth, one hundredth or one thousandth of a litre. They are asked how many of them would be needed to hold one litre.

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What Assets Makeup WealthWhat Assets Makeup WealthWhat Assets Makeup Wealth
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The {thing} shown can be used to hold $ \\frac {1} {\\var{denom}} $ of one litre.

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{image(picture)}

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The {thing} shown holds $ \\frac {1} {\\var{denom}} $ of one litre.

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This means that two {thing}s would hold $ \\frac {2} {\\var{denom}} $ of one litre,

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three {thing}s would hold $ \\frac {3} {\\var{denom}} $ of one litre and so on.

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We need to know how many {thing}s would hold one whole litre, or $ \\frac {\\var{denom}} {\\var{denom}} $ of one litre.

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{answer} {thing}s would hold one whole litre.

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The list of first incorrect answers for the questions.

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The names of all possible receptacles.

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The answers for all possible questions, as a number.

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The list of second incorrect answers for the questions.

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The list of images for all possible questions.

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The randomly generated index to all of the lists.

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The name of the randomly selected receptacle.

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The answer for the chosen question. It is also the denominator of the unit fraction.

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The image for the selected question.

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The first wrong distractor for the current question.

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The second wrong distractor for the current question.

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The list of all denominators in words. They are also the answers to the questions.

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The answer to the current question, in words.

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How many {thing}s each holding $ \\frac {1} {\\var{denom}} $ of one litre would be needed to make 1 litre?

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