Examples of using Scalar quantity in English and their translations into Bulgarian
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This is just a scalar quantity.
A scalar quantity has magnitude, but not direction.
Pressure is a scalar quantity.
A scalar quantity has a magnitude but no direction.
Because we're dividing a vector quantity by a scalar quantity charge.
Work is a scalar quantity and has magnitude but no direction.
Any change in the position of a material point in a“stationary coordinate system” is a function of the scalar quantity“time”.
It's a scalar quantity which tells how fast something is going.
So now our new derivation is that the force of a magnetic field on a current carrying wire is equal to the current in the wire-- and that's just a scalar quantity, although it could be positive or negative depending on the direction.
Speed: Speed is a scalar quantity which means it has no direction.
It was that the force of a magnetic field on a moving charged particle is equal to the charge-- that's not what I wanted to do-- is equal to the charge of the particle-- and that's just a scalar quantity-- times the velocity-- the cross product of the velocity of the particle-- with the magnetic field.
And this is a scalar quantity, at least for our purposes, time only has a magnitude.
Real scalar quantity, defined and adopted by convention, with which any other quantity of the same kind can be compared to express the ratio of the two quantities as a number.
So we could take the scalar quantity out. It doesn't affect this vector cross product.
So it's a scalar quantity current times our distance vector I, or maybe the length of the conductor.
Magnitude is a scalar quantity that possesses the size only, not direction.
Power: This is a scalar quantity that is computed by determining the rate of work over time.
Well, the magnitude of the charge-- this is just a scalar quantity, so it's still just the charge-- times the magnitude of the velocity times the magnitude of the field times the sine of the angle between them.
This is just regular multiplication,because these are all scalar quantities.
These are all scalar quantities, so it doesn't matter what order you take the multiplication in. And a cosine theta is the same thing.
By contrast, quantities known as scalar quantities only have magnitude, so they can be described using just a real number.
And this is really where it's going to help, because all of these right here,these are all scalar quantities, right?
Properties(1)-(10) also define the entirely modern concept of the system of positive scalar quantities.
Scalar: A quantity that has a magnitude but no direction.
Mechanical energy is a scalar physical quantity that determines the body's ability to do work.
Energy is the scalar physical quantity of all forms of motion of matter and variants of their interaction.
The scalar is a quantity whose value can be expressed with a single number.
Scalar is a quantity which can be expressed by a particular number represents its magnitude.
Energy- a scalar physical quantity that is a common measure of the various forms of movement and interaction of matter, a measure of the transfer movement of matter from one form to another.
A scalar is a quantity that has only the magnitude and no direction.