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First value: abscissa, is the distance from the origin along the horizontal axis (usually the x-axis). Second value: ordinate, is the distance from the origin along the vertical axis (usually the y-axis).
Yes. The first is a speed (or velocity), the second is a distance.
90 feet, the same as distance between home and first
It is only important in the context of two dimensional coordinate geometry. If based on Cartesian coordinates, the first element of the ordered pair associated with any point gives the horizontal distance and the second the vertical distance of the point from a fixed origin. In a radial system, the first gives the distance and the second the angle (with respect to the right horizontal line going to the right). There are other options as well.
Infinity Incorrect ! The longest distance between those two points is a straight line from one point , running all the way around the world to the second point. Thus the shortest distance together with the longest distance is a full circle around the world with both points on the circle.
The mass of the first object; the mass of the second object; the distance between them.The mass of the first object; the mass of the second object; the distance between them.The mass of the first object; the mass of the second object; the distance between them.The mass of the first object; the mass of the second object; the distance between them.
The distance between Abu Simbel and the Second Cataract on the Nile River is approximately 300 kilometers (186 miles).
normally 42"
a balcony
112/96 = 1. 16666-seconds
The distance between first base and second base is 90 feet.
what is the distance between abu simbel and the second cataract? 100 kilometers
First value: abscissa, is the distance from the origin along the horizontal axis (usually the x-axis). Second value: ordinate, is the distance from the origin along the vertical axis (usually the y-axis).
100 KILOMETERS
100 Kilometer
Yes. The first is a speed (or velocity), the second is a distance.
The variable plotted along the vertical axis is the distance in the first case, speed in the second. The gradient of (the tangent to) the distance-time graph is the speed while the area under the curve of the speed-time graph is the distance.