Q1. Height h = d tan 30°. tan 30° equals:
Q2. Height of tower seen at angle 60° from 20 m:
Q3. In heights & distances problems, we generally assume:
Q4. Height of a tower = 50 m. Angle of elevation from point P is 30°. Distance =
Q5. The angle of elevation of the top of a tower increases when the observer:
Q6. 'Height' always refers to:
Q7. Measuring angle of elevation requires:
Q8. If height increases but distance stays same, angle of elevation:
Q9. Angle of elevation of top of pole changes from 30° to 60° when person moves:
Q10. When angle of depression from top is 45°, horizontal distance =