Assuming you are asking about an object that is placed on an inclined plane and the only forces acting on it are gravity and friction; as the slope of the plane increases, more of gravitational force is applied down the plane and less of the frictional force is applied to the object up the plane. Unless there is no frictional force, until the plane reaches a certain critical slope the gravitational force will not overcome the frictional force and the object will not move, and the average speed for the object will be zero regardless of the slope of the plane (below this critical slope).
As the slope increases there is an increase in the net force on the object down the plane which results in a higher acceleration down the plane, and with a higher acceleration it will reach a higher speed and so the average speed of the object down the plane will be higher.
So, yes, it can be said that the average speed of an object down an inclined plane is dependant on the slope of the plane.
If there are other forces involved, for example a motor, then the average speed will depend on these forces as well as the slope.
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Its called the "slope" of the line, and I think its actually X over Y (X/Y). Where on a coordinate plane, you measure first horizontally and then vertically.
You cannot have a 2d cylinder. The 2d cross section will depend on the plane of the cross section.
A plane figure cannot be bounded by only one straight line. If the shape is bounded by lines which are not straight or by several straight lines the answer will depend on exactly what these are.
To find the average speed of the plane, you would divide the total distance traveled by the total time taken. In this case, the plane traveled 2250 km in 3 hours. Therefore, the average speed of the plane would be 2250 km / 3 hours = 750 km/h.
470 mph