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Smithtown high school offers a {units} unit Aboriginal Languages course to {year} students.

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NESA recommends that {year} courses are allocated 60 hours of teaching time per unit.

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Each {year} lesson at Smithtown high school is {perlength} minutes long.

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This course will be taught over {term} ten-week terms.

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A {units} unit subject requires {60*units} hours of teaching time.

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{year} have {term} ten-week terms, which is {term*10} weeks.

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To work out how many hours per week need to be timetabled, divide the number of hours by the number of weeks.

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$\\var{hours} \\div \\var{term*10} = \\var{hours/(term*10)}$, so  $\\var{hours/(term*10)}$ hours per week need to be timetabled.

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Next, work out how many minutes this is. Convert the hours to minutes by multiplying by 60.

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$\\var{hours/(term*10)} \\times 60 =  \\var{hours*60/(term*10)}$, so  $\\var{hours*60/(term*10)}$ minutes per week need to be timetabled.

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Each {year} lesson at Smithtown high school is $\\var{perlength}$ minutes long.

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Therefore the number of lessons per week required is  $\\var{hours*60/(term*10)} \\div \\var{perlength} = \\var{lessons}$.

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How many lessons per week should be timetabled for this subject?

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