Questions: According to the color code, the number of pairs of conductors in a cable that can be defined without repeating

Transcript text: According to the color code, the number of pairs of conductors in a cable that can be defined without repeating

Solution

Solution Steps

Step 1: Understanding the Problem

The problem asks for the number of pairs of conductors in a cable that can be defined without repeating, according to a color code. This is a multiple-choice question with four options: 10, 25, 50, and 100.

Step 2: Analyzing the Color Code System

In a typical color code system for cables, each conductor is assigned a unique color or combination of colors. The number of unique pairs that can be formed is determined by the number of unique colors available. The more colors available, the more unique pairs can be formed.

Step 3: Evaluating the Options

Given the options, we need to determine which number is most likely to represent the number of unique pairs that can be formed without repeating. In standard telecommunications and electrical systems, a common color code system allows for 25 pairs, which is often used in telephone cables.