Math, asked by tammy2021, 1 day ago

The angles of elevation of a tower at two
places due west of it are 63° and 56°. Given
that the foot of the tower and the two points
are on ground level and the distance between
the two points is 20 m, find the height of the tower.

Answers

Answered by arbajsaiyyad2002

Answer:

the angles of elevation of a tower at two places due west of it are 63°and 56°.given that the foot of the towre and the two points are on ground level and the distance between the two points is 20 m, find the height of the tower.

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The angles of elevation of a tower at two places due west of it are 63° and 56°. Given that the foot of the tower and the two points are on ground level and the distance between the two points is 20 m, find the height of the tower.

Answers

The angles of elevation of a tower at two
places due west of it are 63° and 56°. Given
that the foot of the tower and the two points
are on ground level and the distance between
the two points is 20 m, find the height of the tower.