Show model answer and explanation
6
2+3+1.
Class 7 · English Medium · Cambridge · Mathematics
Combine frequency data and independent probability.
Original Kidemy Class 7 progression. This level has its own text, examples and questions. Curriculum versions share the progression; complete board-specific coverage still needs specification matching and additional material.
A frequency counts occurrences. A weighted mean uses each value as many times as its frequency. Independence means one event does not change the model chance of another; it must be justified by the setup.
Scores2,3,4 have frequencies1,2,1: mean=(2+6+4)/4=3. Two independent fair tosses give P(HH)=1/4.
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6
2+3+1.
11
1×2+2×3+3×1.
1/36
1/6×1/6.
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The bag’s composition and total both change.
Do not assume independence.
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The mean is 11/6, about 1.83 score units: the total score shared equally over 6 observations.
Give total, denominator and interpretation.
Prepare a frequency table and compare a with-replacement and without-replacement draw.
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