There are 2 cumulative exams in the semester.

Question

BlackTom AI · Accepted Answer

The statement to evaluate is: 'There are 2 cumulative exams in the semester.'

Since the answer provided is False, we must explain why the claim does not hold.

First, consider what the statement asserts: that exactly two cumulative exams occur during the semester. If this were true, scheduling and syllabus would explicitly specify two exam periods, with cumulative content covering material from multiple units.

However, in many course syllabi, the number of cumulative assessments can vary widely—some courses have one midterm, a final, or multiple quizzes, or perhaps a single comprehensive final instead of two separate cumulative exams. If the course in question does not adhere to exactly two cumulative exams, the blanket claim would be incorrect.

Additionally, the word 'cumulative' implies that assessments cover material from earlier topics; whether there are one, two, or more such exams, the phrasing of the statement is too rigid to be universally true, and in contexts where the schedule differs, the claim becomes false.

From a logical standpoint, asserting a fixed count (2) ignores potential variations across sections, semesters, or updates to the syllabus. If any variation exists, the statement cannot be universally true.

In summary, the claim is not reliably true across all possible course structures, and the provided answer marks it as false because real-world syllabi may include a different number or even no strictly cumulative exam in some cases.

There are 2 cumulative exams in the semester.

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