A vector is the mathematical representation of an action or other entity that has both magnitude and direction. One of the most common contrasts is that between speed, which has magnitude but not direction, and velocity, which also has direction. A speed of 60 mph has the same meaning in any direction, but a velocity of 60 mph north has significantly different consequences from a velocity of 60 mph south, especially if one begins from some point on the north shore of a lake!
A quantity with magnitude and a direction.
Speed is scalar (that is, without direction) and velocity is a vector (speed plus direction) by definition in physics.
That's a vector whose direction is exactly opposite to the direction that you designated as the positive one when the exercise or analysis began.
I had this question in my physics class as well and the answer is vector :)
vector is important because it shows direction as well as magnitude
In physics, "vector" usually means that a direction is relevant. If you just have a number, as in "number of moles", then a direction is NOT relevant.
a vector having unit magnitude and have a certain direction.
A position vector tells us the position of an object with reference to the origin
resultant vector a vector in which 1 side shiner and another side is polish is called resultant vector
T. N. Lockyer has written: 'Vector particle physics' -- subject(s): Mathematical models, Particles (Nuclear physics), Vector analysis
I think so, yes; that's basically what the concept of a "vector" in physics is all about. (There are also more abstract vectors in math and physics, but something that has a magnitude and a direction would be enough to quality as a vector.)
When drawing a vector using the triangle method you will draw in the resultant vector using Pythagorean theorem. This is taught in physics.
False
Speed is scalar (that is, without direction) and velocity is a vector (speed plus direction) by definition in physics.
That's a vector whose direction is exactly opposite to the direction that you designated as the positive one when the exercise or analysis began.
As used in physics, the two are different. Speed is a scalar, velocity a vector.
It could represent a vector.
I had this question in my physics class as well and the answer is vector :)