If the pole is on level ground then you have the outline of a right angled triangle with an opposite side of 3 feet and an adjacent angle of 30 degrees. To find the length of the adjacent side (which in effect is the shadow of the pole) use the tangent ratio: tangent = opposite/adjacent which can be rearranged to: adjacent = opposite/tangent adjacent = 3/tangent 30o = 5.196152423 feet Therefore the shadow cast by the pole is 5.2 feet corrected to one decimal place.
If the sun is 40 degrees above the horizon, a 5-ft person casts a shadow 5ft 11.5in long (rounded)
On June 21, during the summer solstice in the Northern Hemisphere, the sun reaches its highest point in the sky. At 23.5 degrees latitude, the sun's altitude at solar noon will be approximately 90 degrees (directly overhead) minus the latitude, which results in an altitude of about 66.5 degrees. This means the sun will be significantly high in the sky, providing long daylight hours and intense sunlight.
In addition to the height of the object, the length of its shadow depends on a few other things that are not described in the question. -- Is the object standing straight upright ? -- Is the shadow cast on the ground or on sometheing else? -- If on the ground, is the ground level ? -- What is the altitude (angle) of the sun ?
Using trigonometry the angle of elevation is 77 degrees rounded to the nearest degree
It depends on the angle of depression of the sun. The answer would be 80ft * tan(90-angle of depression) At a depression angle of 40 degrees, the shadow would be 80 * tan (50) which equals 95.340ft
If the sun is 40 degrees above the horizon, a 5-ft person casts a shadow 5ft 11.5in long (rounded)
The altitude of Polaris, the North Star, when viewed from Long Beach, California, is approximately 33 degrees above the northern horizon. This is because Polaris is located nearly directly above the North Pole, and its altitude corresponds roughly to the observer's latitude. Long Beach is situated at a latitude of about 33.8 degrees north, making Polaris visible at this angle.
It depends on the angle of the sun. If the sun is at 90 degrees, immediately overhead, then the length of the shadow is 0. What is the angle of the sun?
On June 21, during the summer solstice in the Northern Hemisphere, the sun reaches its highest point in the sky. At 23.5 degrees latitude, the sun's altitude at solar noon will be approximately 90 degrees (directly overhead) minus the latitude, which results in an altitude of about 66.5 degrees. This means the sun will be significantly high in the sky, providing long daylight hours and intense sunlight.
In addition to the height of the object, the length of its shadow depends on a few other things that are not described in the question. -- Is the object standing straight upright ? -- Is the shadow cast on the ground or on sometheing else? -- If on the ground, is the ground level ? -- What is the altitude (angle) of the sun ?
36 degrees
Using trigonometry the angle of elevation is 77 degrees rounded to the nearest degree
It depends on the angle of depression of the sun. The answer would be 80ft * tan(90-angle of depression) At a depression angle of 40 degrees, the shadow would be 80 * tan (50) which equals 95.340ft
The Shadow Club is 202 pages long.
Livestock's Long Shadow was created in 2006.
The ISBN of Livestock's Long Shadow is 9251055718.
Jake's Long Shadow was created in 2002.