How about u look in a book
it is about 375
90 degrees
the equater A+ 90 degrees
all stars shine, its just a matter or whether or not we can see them
According to http://en.allexperts.com/q/Astronomy-1360/Observing-Satellite-Naked-eyes.htm, satellites shine because they reflect sunlight (presumably because they are made of shiny, reflective metal). They orbit high above the earth, so for 2-3 hours after sunset and before sunrise, the sun doesn't shine on the part of Earth you are standing on, but it still hits the satellite. This is when you are most likely to see a satellite.
It strikes it most directly at the equator, on average during the year.
it is about 375
90 degrees
the equater A+ 90 degrees
South America
The rays of the Sun fall more directly on the equator because the Sun shines more on the center of the Earth.
all stars shine, its just a matter or whether or not we can see them
It has to do with the Earth being round and how the Sun shines on it. The tropics are mostly close to the roundest part of the Earth or EQUATOR. Most places near the equator are hot because the rays of the sun fully shine on them most of the year(except at night of course). This causes these places to be hotter than those that the Sun`s rays do not shine directly at.
According to http://en.allexperts.com/q/Astronomy-1360/Observing-Satellite-Naked-eyes.htm, satellites shine because they reflect sunlight (presumably because they are made of shiny, reflective metal). They orbit high above the earth, so for 2-3 hours after sunset and before sunrise, the sun doesn't shine on the part of Earth you are standing on, but it still hits the satellite. This is when you are most likely to see a satellite.
shine
It is the angle at which sunlight strikes the area.
The elongation of the ellipse increases as the eccentricity increases from 0 to 1. For eccentricity zero it's a circle, and with eccentricity 1 it's a parabola. They are all a class of curve called a conic section. If you can find a torch (flashlight) that produces a conical beam, shine it directly at the wall and you get a circle. Shine it at an inclined angle and you get an ellipse. If the angle is increased so that one side of the cone is parallel to the wall, you see a parabola on the wall. Any more of an angle and you get the 4th conic section, a hyperbola.