Math, asked by sabahnoman, 1 day ago

A man standing in front of a wind turbine with blades 30m long. The angle of elevation from an eye of man to the top of blade is 34° and the top of the tower is 25°. Calculate the distance between the bottom of turbine and the position of man.

Answers

Answered by badguy6161

0

Answer:

tan60

∘

=

BC

AB

=

3

⇒BC=

3

AB

Now ΔB=DC+BC=50+

3

AB

tan30

∘

=

3

1

=

ΔC

AB

=

50+

3

AB

AB

⇒50+

3

AB

=

3

AB

⇒50

3

+AB=3AB

Ab=25

3

= Height of towar

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