Height and Distance in Trigonometry
Various terminologies that help understand Height and Distance are,
- Line of sight: It is the line drawn from the eye of an observer to the point in the object viewed by the observer.
- The angle of Elevation: The angle between the horizontal and the line of sight joining an observation point to an elevated object is called the angle of elevation.
- The angle of Depression: The angle between the horizontal and the line of sight joining an observation point to an object below the horizontal level is called the angle of depression.
Height and Distance | Applications of Trigonometry
Height and Distance: Height is the measurement of an item in the vertical direction, whereas distance is the measurement of an object in the horizontal direction.
Heights and Distances are the real-life applications of trigonometry which is useful to astronomers, navigators, architects, surveyors, etc. in solving problems related to heights and distances. In height and distance, we use trigonometric concepts to find the height and distance of various objects.
In this article, we have provided everything about heights and distances, their examples, and how to find heights and distances using trigonometric ratios.
Table of Content
- Height and Distance in Trigonometry
- How to Find Heights and Distances?
- Trigonometric Ratios Table
- Solved Examples on Height and Distance
- Practice Problems on Height and Distance