Yes, because the distance is a metric which is defined in that way.
-7
If two is greater than 5 then it does not matter which side the sign is facing. The logic of the question demands that the second part of the answer is required to be true only if the first part is true. Since the first part "2 is greater than 5" is patently false, then according to ogic, it does not matter what the second part says. By the way, the greater/less than sign always points to the smaller number. One way to remember that is that there are two (angled) lines in the symbol. The smaller number is on the same side as the smaller distance between these two lines.
Greater than is >. Always look at the > and < as being a monster. The big open end is the mouth and its always hungry for BIGGER things. The other end is a smaller monster and it always hungry for SMALLER things.
An improper fraction is greater than or equal to 1.
NO
Yes, because the distance is a metric which is defined in that way.
Not necessarily. The distance between (0.0) and (0.5, 0.5) = 0.7071 (approx).
The ratio of distance to displacement is always equal to or greater than 1. This is because distance will always be equal to or greater than displacement, as distance is the total length of the path traveled while displacement is the difference between the final and initial positions.
No, the output distance is not always greater than the input distance. It depends on the specific situation and factors involved.
No, distance is not always greater than or equal to the magnitude of displacement. Distance measures the total path length traveled, while displacement is the straight-line distance between the initial and final positions. In some cases, especially with curved paths, the distance can be greater than the displacement.
The magnitude of the displacement is always equal to or greater than the distance traveled. This is because the magnitude of displacement is the shortest distance between the initial and final positions, while distance traveled is the total length of the path taken.
In an inclined plane, the mechanical advantage (MA) is always less than 1 because the input force needed to lift an object is greater than the output force. This is due to the trade-off between the distance over which the force is applied (input distance) and the vertical distance the object is lifted (output distance). The ideal mechanical advantage (IMA) assumes a frictionless system and is calculated based on the ratio of input distance to output distance, resulting in a value always greater than the AMA.
Not always. Distance is a scalar quantity that represents the total length of the path traveled, while displacement is a vector quantity that represents the shortest path between two points with direction. Usually, distance is greater than or equal to displacement, but in cases where the path taken is not straightforward, distance can be less than displacement.
Distance is the total length of the path traveled between two points, while displacement is the direct line distance between those points. Distance can be equal to or greater than the magnitude of displacement if the path followed is not a straight line.
Yes, the distance covered by a body can be greater than the magnitude of the displacement. This usually occurs when the body moves back and forth or takes a longer path, leading to a greater distance traveled compared to the straight-line displacement between the initial and final positions.
Moving an object a greater distance does not necessarily require a greater amount of work. Work is calculated based on the force applied and the distance moved in the direction of the force. So, if the force decreases as the object moves a greater distance, the work done may not necessarily increase.
The ratio of the magnitudes of distance and displacement is always equal to or greater than 1. This is because distance is a scalar quantity that represents the total length of the path traveled, while displacement is a vector quantity that represents the straight-line distance between the initial and final positions.