Counting these factors shows there are a total of 6.
Why Other Options Were Wrong
Option A: The number 2 is an incorrect count. While 2 is a factor of 12, there are several other factors (1, 3, 4, 6, 12).
Option C: The number 10 is an incorrect count. 12 has only 6 factors.
Option D: The number 8 is an incorrect count. 12 has only 6 factors.
Related Visual
Clinical Relevance
Nursing practice connection: This is primarily an exam-oriented knowledge point with limited direct bedside application, so retain This question tests the basic mathematical concept of finding the number of positive factors of an integer as background academic context rather than a clinical decision trigger.
This is a non-clinical, general aptitude question.
Basic numeracy is a foundational skill for nurses, essential for tasks like medication dosage calculation, IV drip rate monitoring, and interpreting lab results.
Strong mathematical skills help prevent errors and ensure patient safety in clinical practice.
How to Approach the Question
First, understand the question. It asks for the 'number' of 'positive factors' of 12.
Recall the definition of a 'factor': a number that divides another number evenly.
Method 1 (Listing): Systematically find all the numbers that divide 12. Start with 1 (1 × 12), then 2 (2 × 6), then 3 (3 × 4).
List all the unique numbers you found: 1, 2, 3, 4, 6, 12.
Count the numbers in your list. The total is 6.
Method 2 (Prime Factorization): Find the prime factors of 12 (12 = 22 × 31). Add 1 to each exponent (2+1=3, 1+1=2). Multiply the results (3 × 2 = 6).
Concept Tested & Keywords
Concept Tested: This question tests the basic mathematical concept of finding the number of positive factors of an integer.
Stem keywords: positive factors, 12
Lead-in keywords: How many
Question ID
QJ6eZVXxwTkIEkfgm7FvT7
Practise the full CIP Ranchi 2023
Attempt every question from this paper in a timed mock, then review the full solution for each one.