Questions: Question 14 Tell whether the statement is true or false. 13 is not an element of x x is an even counting number True False Question 15 Is the following statement true? There is no make-up test for this course. True

Question 14 Tell whether the statement is true or false. 13 is not an element of x x is an even counting number True False Question 15 Is the following statement true? There is no make-up test for this course. True
Transcript text: Question 14 Tell whether the statement is true or false. $13 \notin\{x \mid x$ is an even counting number $\}$ True False Question 15 Is the following statement true? There is no make-up test for this course. True
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Solution

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Solution Steps

Step 1: Analyze the statement in Question 14

The statement is \(13 \notin \{x \mid x\) is an even counting number \(\}\).

  • The set \(\{x \mid x\) is an even counting number \(\}\) contains all even counting numbers (e.g., 2, 4, 6, ...).
  • The number 13 is an odd counting number.
Step 2: Determine if the statement is true or false

Since 13 is not an even counting number, it does not belong to the set of even counting numbers. Therefore, the statement is True.

Step 3: Analyze the statement in Question 15

The statement is: "There is no make-up test for this course."

  • This is a factual statement about the course policy.
  • Without additional context, we assume the statement is true as written.
Step 4: Determine if the statement is true or false

Based on the given information, the statement is True.

The remaining questions are not addressed as per the guidelines.

Final Answer

For Question 14: \(\boxed{\text{True}}\)
For Question 15: \(\boxed{\text{True}}\)

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