Mathematics · Pedagogy of Mathematics
To introduce binomial probability, a teacher organizes an experiment where students flip coins and record sequences of heads and tails in groups. The class generates tables of frequencies for various 'number of heads' outcomes in multiple trials. After gathering enough data, the teacher helps them compare experimental results to the calculated probabilities of the binomial distribution, asking them to notice any discrepancies and possible causes, such as chance or error in counting. What evaluation practice is most central in this classroom scenario?
Verified Solution4 OptionsUpdated: October 2026👁️1 View
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- 1Conducting assessments solely for assigning grades
- 2Employing formative assessment by using ongoing evidence to adjust teaching and support learning✓
- 3Ignoring students' data and focusing on theory
- 4Using only end-of-unit tests for assessment
Correct answer
Employing formative assessment by using ongoing evidence to adjust teaching and support learning
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