
Grade 12th pass10 grade maths
A tree standing on a horizontal plane is leaning towards the east. At two points situated at a distance a and b exactly due west on it, the angles of elevation of the top are respectively α and β. Prove that the height of the top from the ground is
(b−a)tanαtanβ
tanα−tanβ
.
A tree standing on a horizontal plane is leaning towards the east. At two points situated at a distance a and b exactly due west on it, the angles of elevation of the top are respectively α and β. Prove that the height of the top from the ground is
(b−a)tanαtanβ
tanα−tanβ
.




