What is the length of a shadow thrown by a staff 6 feet in height when the centre of the sun is 0.6°above the horizon?
The length of a shadow cast on level ground is proportional to the cotangent of the sun's elevation angle relative to the horizon.
Calculate the cotangent of (0.6°) then multiply by 6 feet.
Tangent (0.6) = 0.010472358322
CoTan (0.6)= (1/0.010472358322)= 95.4894751738232205
95.4894751738232205 * 6 ft. = 572.936851042939323
Length of Shadow is 573 ft.
7UP
The length of a shadow cast on level ground is proportional to the cotangent of the sun's elevation angle relative to the horizon.
Calculate the cotangent of (0.6°) then multiply by 6 feet.
Tangent (0.6) = 0.010472358322
CoTan (0.6)= (1/0.010472358322)= 95.4894751738232205
95.4894751738232205 * 6 ft. = 572.936851042939323
Length of Shadow is 573 ft.
7UP