Year 11 Exam > Year 11 Notes > Mathematics for GCSE/IGCSE > Elevation & Depression
Elevation & Depression | Mathematics for GCSE/IGCSE - Year 11 PDF Download
Angles of Elevation and Depression
- When observing an object not aligned with their eye-level horizontally, a person will be viewing it at either an angle of elevation or depression.
- Looking upward at an object results in an angle of elevation between the line of sight and the horizontal.
- Conversely, looking downward at an object leads to an angle of depression between the line of sight and the horizontal.
- Angles of elevation and depression are measured in relation to the horizontal plane.
- In practical applications, right-angled trigonometry is often employed to determine angles of elevation or depression or to find missing distances.
- Tangent (tan) frequently features in real-life scenarios involving angles of elevation and depression.
- For instance, if we know our distance from a tree and the angle of elevation to its top, we can utilize tan to compute its height.
- Similarly, if we're observing a boat at sea and know our height above sea level along with the angle of depression, tan can help determine the boat's distance from us.
Question for Elevation & DepressionTry yourself: What is the angle of elevation?View Solution
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