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Block I ( geometry)
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question 8
question 8
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started by
Jyoti Pakianathan
on 24 Jan 13
#1
Jyoti Pakianathan
on 24 Jan 13
Find the angle of elevation of the sun when the length of the shadow of a pole is √3 times the height of the pole.
Find the angle of elevation of the sun when the length of the shadow of a pole is √3 times the height of the pole.
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#3
David Kim
on 26 Jan 13
Height of the Pole = x
Length of the shadow = x√3
Imaginary side connecting the tip of the pole and the end of the shadow = 2x
Because it is a 30,60,90 special right triangle
Therefore the angle elevation of the sun = 30
Height of the Pole = x
Length of the shadow = x√3
Imaginary side connecting the tip of the pole and the end of the shadow = 2x
Because it is a 30,60,90 special right triangle
Therefore the angle elevation of the sun = 30
...
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#4
Alex Kim
on 27 Jan 13
The angle of elev. is 30 because the triangle is 30 60 90 triangle, the pole is the shot leg which is x
The angle of elev. is 30 because the triangle is 30 60 90 triangle, the pole is the shot leg which is x
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Length of the shadow = x√3
Imaginary side connecting the tip of the pole and the end of the shadow = 2x
Because it is a 30,60,90 special right triangle
Therefore the angle elevation of the sun = 30