1. What is Segment Addition?

Segment addition is a fundamental concept in geometry where the total length of two or more connected line segments is equal to the sum of their individual lengths.

2. How Does the Calculator Work?

The calculator uses the segment addition formula:

Where:

• \( seg1 \) — Length of first segment
• \( seg2 \) — Length of second segment
• \( sum \) — Total combined length

Explanation: When two segments are placed end-to-end, their total length is simply the sum of their individual lengths.

3. Importance of Segment Addition

Details: Understanding segment addition is crucial for solving geometric problems, constructing figures, and calculating distances in coordinate geometry.

4. Using the Calculator

Tips: Enter lengths of both segments in the same units. The calculator will output the total length in those units.

5. Frequently Asked Questions (FAQ)

Q1: Can I add more than two segments?
A: This calculator adds two segments. For more segments, simply add the result to the next segment's length.

Q2: What units should I use?
A: Any consistent length units (cm, m, inches, etc.) can be used as long as both segments are in the same units.

Q3: Does the order of addition matter?
A: No, segment addition is commutative (seg1 + seg2 = seg2 + seg1).

Q4: Can I use decimals or fractions?
A: Yes, the calculator accepts decimal values for precise measurements.

Q5: What if the segments are not connected?
A: Segment addition only applies to connected segments. For separate segments, they cannot be simply added to get a meaningful total length.