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Vector quantities have direction as well as magnitude
Vector:
-displacement (10 m North)
-velocity (100 mph south)
Scalar
-distance (10 m)
-speed (100 mph)
Lyric Wintheiser
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Is gravitational potential energy a scalar or vector quantity?
Gravitational potential energy is a scalar. Gravity also has a vector energy cmV= cP.
Is potential energy a scalar or vector quantity?
Potential energy is a scalar quantity. Energy is the sum of a scalar part and a vector part. Energy W is the product of velocity V and momentum P; W = [c+V]P =[ -V.P + cP]. The Potential energy is the scalar energy -V.P=-vmv = -mv^2.Physicists consider energy a scalar quantity, but that is incorrect, energy is a Quaternion quantity, a scalar and a vector . The vector energy is the "Dark Energy" is hidden in plain sight, cP.
Is energy a vector quantity or a scalar quantity?
Energy is a scalar quantity.Answer2: It depends on the angle!Energy can be a scalar or a vector; consider the vectors F force and D displacement:FD = -F.D + FxD = |FD| (cos(angle) + v sin(angle)).F.D is called work a form of energy and is a scalar; FxD is called Torque and is a vector form of energy. both work and Torque have units of joules or newton times meters.Energy like many quantities in physics is a quaternion consisting of a scalar part and a vector part; E = Escalar + Evector = E(cos(angle) + v sin(angle)), whether the quantity is a scalar or a vector or both depends on the angle.
How are vector quantities different form scalar quantities?
Scalar quantities have only one dimension, such as speed, or distance. Vector quantities have direction as well. For example speed is a scalar quantity because it does not include direction, while velocity is a vector quantity because it includes both speed and direction. Distance is a scalar quantity because it only includes how far a body has traveled, while displacement is a vector quantity that refers to change in position, i.e. how far out of place an object is from where it started. It is possible to travel 15m but have a displacement of 0. If you travel from home and back again over a distance of 15m, your distance traveled will be 15m, but your displacement would be zero because you are exactly where you were when you started.
What is vector and scalar quantities?
A vector quantity is a quantity that has both magnitude and direction. Velocity, acceleration, and force are examples of vector quantities.A scalar quantity is a quantity that has magnitude, but no direction. Time, mass, volume, and speed are examples of scalar quantities.
Is gravitational potential energy a scalar or vector quantity?
Gravitational potential energy is a scalar. Gravity also has a vector energy cmV= cP.
Is potential energy a scalar or vector quantity?
Potential energy is a scalar quantity. Energy is the sum of a scalar part and a vector part. Energy W is the product of velocity V and momentum P; W = [c+V]P =[ -V.P + cP]. The Potential energy is the scalar energy -V.P=-vmv = -mv^2.Physicists consider energy a scalar quantity, but that is incorrect, energy is a Quaternion quantity, a scalar and a vector . The vector energy is the "Dark Energy" is hidden in plain sight, cP.
Current is vector or scalar?
the current has a magnetude and phase angle or a phasor which in polar form
Is energy a vector quantity or a scalar quantity?
Energy is a scalar quantity.Answer2: It depends on the angle!Energy can be a scalar or a vector; consider the vectors F force and D displacement:FD = -F.D + FxD = |FD| (cos(angle) + v sin(angle)).F.D is called work a form of energy and is a scalar; FxD is called Torque and is a vector form of energy. both work and Torque have units of joules or newton times meters.Energy like many quantities in physics is a quaternion consisting of a scalar part and a vector part; E = Escalar + Evector = E(cos(angle) + v sin(angle)), whether the quantity is a scalar or a vector or both depends on the angle.
Is electric potential energy a vector or scalar quantity?
Electrical Potential Energy is a scalar or real number. Ep = zc e2 /4pi r.Total Energy is a Quaternion, the sum of the real or potential energy and the vector energy, Ev= mcV;E = Es + Ev = zc e2 /4pi r + mcV where Ev = mcV and V is the vector velocity.
Is gravity is scalar or vector quantity?
Gravity is a vector, because it is a form of acceleration (which we know by definition is a vector). Vectors hold more 'information' than scalars, because vectors are, put simply, a scalar + a direction. To help you figure out these types of questions in the future, all you have to do is figure out whether direction is an important aspect of the value in question.
How are vector quantities different form scalar quantities?
Scalar quantities have only one dimension, such as speed, or distance. Vector quantities have direction as well. For example speed is a scalar quantity because it does not include direction, while velocity is a vector quantity because it includes both speed and direction. Distance is a scalar quantity because it only includes how far a body has traveled, while displacement is a vector quantity that refers to change in position, i.e. how far out of place an object is from where it started. It is possible to travel 15m but have a displacement of 0. If you travel from home and back again over a distance of 15m, your distance traveled will be 15m, but your displacement would be zero because you are exactly where you were when you started.
What is vector and scalar quantities?
A vector quantity is a quantity that has both magnitude and direction. Velocity, acceleration, and force are examples of vector quantities.A scalar quantity is a quantity that has magnitude, but no direction. Time, mass, volume, and speed are examples of scalar quantities.
When two vector combine form scalar quantity give example?
Two vector quantities can be combined into a scalar quantity because a vector lives in a vector space, which requires the existence of an operation called the dot product (also commonly known as the scalar product or inner product). The exact form of this operation depends on the type of vector space, and of course one can define other operations which map two vectors into a scalar. A commonly used definition is as follows: Imagine vector one contains these values (x1, x2, x3, x4) and vector two contains these values (y1, y2, y3, y4), the dot product would turn this into: x1*y1 + x2*y2 + x3*y3 + x4*y4 The dot product gives a measure of the angle between two vectors and is often used as such in for example mechanics.
What is magnitude in physics?
In physics, quantities can be subdivided into two groups: scalar quantities and vector quantities. A scalar quantity is a quantity with magnitude and a unit. A vector quantity is a quantity with magnitude, a unit, and a direction. Obviously, magnitude is required for both, but what exactly is magnitude?Magnitude is simply the "size" of a quantity. Magnitudes are expressed in numerical form; e.g., 450, 0.45, 2/3, etc.A common example of a scalar quantity is speed. If a man is driving at a speed of 50 km/h, we say the magnitude of the scalar quantity is 50. Notice that the sentence "I am driving 50" is incomplete. Therefore, the magnitude is equipped with a unit, in this case km/h (kilometres per hour).A vector example is velocity, which is simply speed with a direction. If a plane is traveling at 240 m/s [East], then the magnitude of its velocity is 240 m/s, just like what the magnitude of its speed would be. But, since velocity is a vector, you must include the direction as well.
Is energy a vector?
No, it is a scalar. Energy is the capacity to do work. Answer2: Yes. Energy is a scalar and a vector. Energy is a Quaternion quantity consisting of a scalar and three vectors, forming a 4D quantity.Early scientists started with scalar quantities. With Faraday's field theory (directed lines), vectors came into physics. However, the early definition of energy as scalar persisted to this day. Vector energy is all around us, but we are blinded by dogma. F.D is called energy, but FxD is vector energy but is called Torque. I think we are about to lift the blindness. "Dark Energy" in Astronomy is vector energy. The Dark Energy is cmV = cP. Here is vector energy, Momentum energy. Momentum is a vector and Momentum energy cP is also a vector. A scalar c times a vector is a vector ! If there is vector momentum, there must be vector energy! The correct Equation off Gravitation Energy is E = -mGM/r + mcV = -mu/r + cP. Newton did not include the vector energy cP=cmV. This was equivalent to saying the mass m, had velocity zero , E= -mu/r + mc0. Such is NOT the case. This is like saying the earth is orbiting the sun with velocity 0, when it is moving at 30km/s. it is the vector energy cmV that provides the centrifugal force to keep the earth from falling into the sun. It is the vector energy that is the "dark Energy" that is the anti-gravity (centrifugal) force. Vector Energy removes teh mystery of "Dark Energy". Newton's Three laws are derived from this vector energy, that Newton incorporated. Force F = XE = [d/dr, DEL] m[-u/r , cV] F = m[v2/r - cDEL.V, cdV/dr +u/r3 R + cDELxV] At Equilibrium 0 = F and DELxV=0 meaning R and V are parallel and. It is essential that DELxV =0 for the vectors to sum to zero. The result is 0 = m[v2/r - cv/r, cdV/dr + u/r3 R ] Equilibrium Condition exists when v/c=1 or v=c. Newton's Equal and Parallel phrase comes form 0 = m(dV/dt + u/r3 R) comes from 0 = cdV/dr - DEL u/r Newto added the term 'mdV/dt' a vector, before vectors, This term is the vector energy P=cmV and dcP/dr = cmdV/cdt = mdV/dt, voila! It is time to recognize that we live in a 4D Universe and Energy is a 4D Quantity.
How are scalar quantities different from vector quantities?
Vectors are quantities that have a size and a direction.Examples: Displacement, velocity, acceleration, momentum, force.Scalars are quantities that have a size but no direction.Examples: Temperature, cost, speed, length, height, width, age, energy.=====Scalar quantities have only magnitude. Vector quantities have both magnitude and direction. Temperature and volume are scalar because they don't have a particular direction.Velocity and Force (because acceleration actually has a direction) are vector quantities.Velocity is the combination of the scalar quantity of speed with a direction for that speed. Speed is always a positive number but velocity can be negative and positive because it has a direction.
