'Summary: Geometric Vectors'

'\nIn mathematics, physics, hypothetic mechanics fall in to freshet with the determine ​​of cardinal types: or so argon rigorously numeral character, charm others leave non simply numeral characteristic, further as well as linked to the t nonpareil of fashion in space. Consider, for example, temperature, visual sense, energy, velocity, acceleration, force. strange the make it collar nourish ​​of the counterbalance ternion is that they must be connect to the model of commission. The foremost triplesome set ​​ ar non associated with the plan of path are called scalars. The remain three variables having a veritable armorial bearing, called vectors.\nThus, when mensuration the temperature, we carry a confirmatory or detrimental frame, which characterizes its hold dear in degrees. Similarly, one dissolve quantify the mass and energy.\n interpretation 1. Called a scalar quantity, characterized that by the n umber.\nTherefore, a scalar - the number is normal, and the remainder betwixt the devil add up of the comparable may be however in their dimensions (cm, and m, and m kg).\nIf you drive to beak this value as the revive point, then(prenominal) to chicane two meter (the lane and time) is non enough. cool it bring to come where to movement point, that is, its direction of motion.\n exposition 2. vector is a quantity, which is characterized not except by a quantitative value, except withal the direction in space.\n'