An object casts a shadow whenever it is illuminated. It really has nothing to do with the angle. Regardless of the angle, it will cast a shadow. The LENGTH of the shadow it casts, however, is dependent upon the angle at which the light strikes the object. A stop sign will cast a very narrow shadow when the sun is directly overhead, for example, but will cast a very long one at sunrise or sunset.
That was because of the angle of the sun shining on the Earth and casting a shadow on the moon from your perspective. From Australia, the shadow started at the bottom and moved upwards, even though we were all looking at the same moon at almost the same time.
It was a shadow caused by the angle of light shining onto the wall, nothing more.
the angle at which a shadow is formed
is that the entire question because you already gave the angle, meaning you now have every angle for the triangle created by the pole and shadow
I'm pretty sure that... Shadows change when the angle of light shining on the object changes. Eg. A person standing in the sun just as it rises will have a longer shadow facing west because of the angle that the sun is at. Whereas the same person standing in the same spot at midday will have a shorter Shadow so the shadow will make the person look shorter. If the light (sun) is directly on top of the person, they mah have no shaddow.
an angle (that can be on the earth) at which an angle could be formed by the sun.
No. Because of the angle of the sun, your shadow will be longest at when the sun is rising or setting. It is shortest at noon, when your shadow is directly under you.
It depends on the time of day because the angle of the sun will determine the shadow length
The angle of the light passed the edge of the object is greater, creating a larger shadow.
Because the Shadow is also dependent on the angle of the light source compared to the opaque object.
If the shadow is on a convex surface, it will be bigger. On a concave surface it will be smaller. If the light source is at a low angle to the opaque object causing the shadow (e.g. you're casting a shadow from a flashlight behind you, to a sidewalk in front), the shadow will be relatively tall. If the angle of the light is high (e.g. sun nearly overhead), the shadow will be short. This will also depend on the angle of the shaded surface.
inverse of tan(h/6). where h=height of street post in meters.