Final Answer:
The change in elevation between Points A and B on Mt. Rubidoux is C) 100 feet.
Step-by-step explanation:
To determine the change in elevation between Points A and B on Mt. Rubidoux, we subtract the elevation of Point A from the elevation of Point B. Let Eₐ represent the elevation of Point A and Eₙ represent the elevation of Point B. The change in elevation (ΔE) is calculated as follows:
ΔE = Eₙ - Eₐ
Given that the change in elevation is 100 feet, it means that Point B is 100 feet higher than Point A. This difference in elevation is a measure of the vertical distance between the two points on Mt. Rubidoux.
Understanding the change in elevation is crucial in various contexts, especially in outdoor activities such as hiking and mountaineering. It provides valuable information about the terrain and the difficulty of traversing from one point to another. In the case of Mt. Rubidoux, a change in elevation of 100 feet between Points A and B suggests a moderate incline or ascent, contributing to the overall topographic characteristics of the mountain. Option C