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Scalars and Vectors
The mathematical quantities that are used to describe the motion of objects can be divided into two categories. The quantity is either a vector or a scalar. ...
vector: Definition, Synonyms from Answers.com
vector n. Mathematics . A quantity, such as velocity, completely specified by a magnitude and a direction
Example of a vector quantity that has a direction but not a magnitude?
A Scalar (ex: mass) has a magnitude but not a direction.
A Vector (ex: velocity) has both a magnitude and a direction.
Can you give any examples of quantities that have a direction but not a magnitude? Are these still called vectors or is there another term for them?
Answer: Sure... bearings have direction but not magnitude, for example, 20 degrees north by east. I wouldn't call them vectors because they're only directions, without magnitude.
Category: Physics
How can you determine whether or not an equation (physics) is a scalar or vector quantity?
For example which are vector quantities?
F(average)*Dt
Sigma of m *r^2
m*absolute value of Dv
Answer: Any thing that has a direction is a vector, that is force, acceleration, velocity. momentum, current, gravitational, electric and magnetic fields. etc. However in many simple problems only one direction is allowed and so vectors can treated as a scalar quantity by using the magnitude or absolute value (which is a scalar) of the vectors. Mass, temperature and energy are true scalars.
r is a vector from the origin to the position and r^2 is the dot product of r's, which is a scalar. dr/dt is velocity which must be a vector. However r dr/dt when which is centripetal force is a cross product of two vectors which is also a vector.
Category: Physics
Why cannot we divide two vector quantityies, secondly why cannot a scalar quantity be added to a vector quanti
secondly why cannot a scalar quantity be added to a vector quantity?
Answer: Dividing by a vector wouldn't make sense. A vector has magnitude and direction, so you would be involving a direction in your divisor. When dividing vector by a scalar the scalar only effects the magnitude of the vector.
You can't add a scalar to a vector as the 2 quantities will have different units. You can only add quantities with the same units.
For example you can't add distance to speed. It wouldn't make sense to try and add 2metres to 2metres per second.
Category: Physics
Vector Quantities
A vector quantity is defined as a quantity that has both magnitude and direction. vector quantities, one must know the method for representing these quantities. ...
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Displacement is a vector quantity. The standard SI (System International) unit of ... The vector has direction 600 East of North (or 300 North of East) and a magnitude of 10 m. ...
Representing Vector Quantities
Vectors quantities are physical quantities that have both magnitude and direction. ... Example: The displacement vector. The simplest physical vector quantity to visualize is ...
Maths - Vectors - Martin Baker
Geometric - A vector represents a quantity with both magnitude and direction. ... A vector is a quantity with both magnitude and direction, there are ...
Euclidean vector - Wikipedia, the free encyclopedia
For mathematical vectors in general, see Vector (mathematics and physics) ... Another quantity represented by a vector is force, since it has a magnitude and direction. ...
Introduction to Vector Mathematics - vectors in mathematics ...
Here you will be introduced to the mathematics necessary for the manipulation of vector quantities, which have both a magnitude and direction. Vectors are used ...
SCALAR AND VECTOR QUANTITIES
Vector quantity Scalar Quantities Most of the physical quantities encountered in physics ... Vector Quantities A vector quantity is defined as a quantity that has ...
Why angular displacement is either scalar or vector quantity?
I am very confused that angular momentum is either scalar quantity or vector quantity
if anyone knows then plz answer this question
It was put up in my entrance exam for non medical
plz answer this question ................i want to know
Answer: Angular displacement is a vector in the sense that it can have two possible directions,called clockwise and anticlockwise.,similarly angular velocity and angular momentum.There are two types of vectors in physics,called Polar and Axial.Polar vectors have a head and a tail while axial vectors don't.Angular quantise are axial because there is an axis of rotation.Angular momentum is an axial vector.
IVAN
Category: Physics
Effect of force | Free Tutorials | Worksheets
A physical quantity having both magnitude and direction is a vector quantity. Vector quantity is written with arrow head or is simply represented by block letter. Force, displacement, velocity, acceleration are some examples of vector ...
how to make time a vector quantity?
is it possible to make time a vector quantity? if so, what are the possibilities to do that or how would we do that? could this lead to time reversal? please provide good info and please no negative comments. thank you.
Answer: Multiply time by velocity and you will get a distance vector.
3 mph east * 3 hours = 9 miles east.
If you have a graph where one of the variables is time, then you already have the potential for a vector quantity.
Measuring a specific quantity of time forward or backwards gives you magnitude and direction.
Magnitude and direction is the specification of a vector.
Category: Physics
vector quantity
Any physical quantity that has both magnitude (size) and direction, such as velocity, ... In technical writing, a vector is denoted by bold type, underlined, or overlined. ...
Physics with Calculus/Mechanics/Scalar and Vector Quantities ...
Aug 18, 2010 ... Scalar quantities have a magnitude but no direction. Vector quantities have both a magnitude and a direction. ...
Can someone explain the difference between a scalar and vector quantity?
I need to know what the difference is between them to answer these questions:
Which of the following is NOT a vector quantity?
a.) 2 miles per hour
b.) 2 pounds
c.) 2 newtons
d.) 2 kilometers per hour east
e.) 2 dynes
Which of the following is NOT a scalar quantity?
a.) 2 miles per hour
b.) 2 kilograms
c.) 2 apples
d.) 2 ounces
e.) 2 liters
Im not looking for you to answer the questions as I already know the answers[ a.) and d.) - from the book] but I need to know the difference between a scalar and vector quantity so I can answer them myself. The book is simply a workbook and has no explanations.
Answer: A scalar is just a number, and a vector is a number with a direction involved.
In the first question, pounds, newtons, and dynes are all *forces*. A force can't exist as just a number; force has to be directed somewhere. 2 kilometers/hour east gives you a number and a direction. The answer a) is just a speed. You can know something is traveling 2 miles/hr without knowing what direction it's traveling. You can't say something is simply exerting 2 pounds of force; it has to be exerting it on something else.
In the second question, we've already said that 2 miles per hour was a scalar. 2 apples is obviously directionless. 2 kilograms and 2 liters just tell you how much of something you have. 2 ounces here must mean ounces in a pound rather than fluid ounces. So these are a weight, which is again a force and has to be directed somewhere.
Category: Physics
Physics with Calculus/Mechanics/Scalar and Vector Quantities ...
Vector quantities have both a magnitude and a direction. For instance, ... Another example of a vector quantity is velocity -- an object that is ...
Is the coefficient of static friction a scalar or vector quantity?
Im thinking its vector since friction implies movement, but Im not sure.
Answer: The coefficient is a scalar quantity, it simply modifies the vector quantity of normal force.
Category: Physics
What is the difference between a scalar or vector quantity?
Which of the following is a scalar that is always positive or zero?
A.) power
B.) work
C.) kinetic energy
D.) linear momentum
How do you define a scalar or vector quantity
Answer: power, work and k.e.
scalar will have only magnitude and require no direction.
linear momentum is a vector b'coz it has both magnitude and direction and hence a vector.
Category: Physics
Scalars and Vectors
This makes dealing with vector quantities a little more complicated than scalars. ... Mass and energy are scalar quantities, while momentum is a vector quantity. ...
Torque Direction
Torque is inherently a vector quantity. Part of the torque calculation is the determination of direction. The direction is perpendicular to both the radius ...
Vector quantity
Distance is a scalar quantity though and has the metre as its SI unit, displacement also has metres as its unit but is a vector. The unit isn't relevant to whether something is a vector or not as the absolute value of ...
..:Physics 30 - {Unit I - Vector & Scalar Quantities ...
This is lesson 1 for Vector and Scalar Quantities in the Kinematics and Dynamics Unit(I) for the Physics 30 Online Resource site.
Scalars and Vectors
Vector quantities have two characteristics, a magnitude and a direction. ... Mass and energy are scalar quantities, while momentum is a vector quantity. ...
Euclidean vector - Wikipedia, the free encyclopedia
This article is about the vectors mainly used in physics and engineering to represent directed quantities. For mathematical vectors in general, see Vector ...
What is the non-vector physical quantity having both magnitude and direction?
Can anybody tell me the name of a physical quantity having both magnitude and direction and not a vector quantity at the same time?
I need it urgently !!!
Answer: A vector is a magnitude and direction.
That's like asking "can someone tell me the name of the flower that's not a flower."
Category: Physics
vector quantity
Any physical quantity that has both magnitude (size) and direction, such as velocity, acceleration, or force, as distinct from a scalar quantity such as ...
what are vectors in physics ?
A vector is a quantity that has two aspects. It has a size, or magnitude, and a direction. In contrast, there a quantities called scalars that have only magnitudes. PC Cleaner. 0 Votes Thumb up 0 Votes Thumb down 0 Votes ...
Scalars and Vectors
Aug 18, 2010 ... Mathematicians and scientists call a quantity which depends on direction a vector quantity. A quantity which does not depend on direction is ...
Difference Between Vector Quantity and Scalar Quantity ...
Vector Quantity vs Scalar Quantity It is a well-known fact that most of the physical quantities that you are bound to encounter in physics fall into two.
Introduction to Vectors
A VECTOR is a quantity which has both a magnitude and a direction. ... All vector quantities can be added together in the same way as displacements. ...
what is the difference between speed , velocity and acceleration?
As distance is to displacement, so speed is to velocity: the crucial difference between the two is that speed is a scalar and velocity is a vector quantity. In everyday conversation, we usually say speed when we talk ...
Ontolingua Theory VECTOR-QUANTITIES
Standard vector operations such as vector addition, scalar ... Operators on vector-quantities must take into account the associated units and dimensions. ...
What is the definition of vector quantity?
An amount or measurement that is related to a direction. Velocity, acceleration, and weight are vector quantities.
Can we find a vector quantity that has a magnitude of zero,but components are different from zero?
Can we find a vector quantity that has a magnitude of zero,but components are different from zero?
Can you explain it for me..
thanks!
Answer: If you are talking of only one vector quantity, the reverse could be "partially" true. There can be a vector quantity that has "a" component equal to zero, but only one component. For instance, you can take any vector and the component of such vector along an axis that is perpendicular ( _I_ ) to its line of action is zero.
But your question is the reverse. You want a "vector quantity that has a magnitude of zero" and has components equal to something. The answer is "NO" and the other answer is "INDEFINITE"
1) NO------you can't chip off something from nothing. (that is philosophical). In Physics, it could be like saying
R^2 = (Rx)^2 + (Ry)^2....will become--> 0^2 =( Rx)^2 + (Ry)^2 (hehe, you can put this to a question, seems you can't form a triangle with these as sides)
2) INDEFINITE ------ consider the diagram below
..................F2
.................../\
....................I
.F1...............I..O
....<--------------I------------>F3
....................I
....................I
...................\/.F4
If all forces F1, F2, F3 and F4 are equal, the Resultant is Zero. You can arrange an "indefinite" number of pairs of equally opposed forces all acting at point "O" and the Resultant will still be zero.
This means:
You could have a vector V, which is zero,
here it is---------->* V ....(a point, but a point is not a vector???)
And the components are Vax = - 2, Vbx = +2 , Vay = - 2 and Vby = +2 which when added will all equate to ZERO. And you can still add as many components you wanted so long as they are in pairs and opposed to its other "infinite" in quantity.
When we say, in conditions of equilibrium that the summation of all components on all axis is zero, we meant that there is no value anymore that is unbalanced in the system of forces being considered. This is done by first taking the resultant of all the forces acting, and then let that Resultant act on the reversed direction, in order to have equilibrium.
Wheww..., girl, that's the philosophy of it.(SPLENDED QUESTION you got here. I admire Creative minds.)
Category: Physics
Live your Life as a Vector (Not a Scalar) – Validate Your Life
In mechanical physics there exist scalar and vector quantities. A scalar quantity is something like temperature, mass, length, time, density or the speed on a straight train track. The scalar temperature quantity can ...
How can pressurebe a scalar quantity when itdepends on thrust which is a vector quantity??
i no that
Pressure = thrust /area = hdg (for fluids)
also, is area a vector or scalar quantity???
Answer: P = f/a (all scalars)
where f is the NORMAL force and is equal to the scalar product of F(vector) and N, the Normal unit vector perpendicular to the area (a) where the force is applied:
f = F(vector) dot N(vector)
= |F| * cos(angle between F and N)
(note: |N| = 1)
Category: Physics
Change in direction and acceleration
Displacement, velocity and acceleration are vector quantities. A vector quantity not only consists of magnitude (a real number/scalar) but it also consists of direction. Recall that the definition of acceleration is time ...
Is direction a vector quantity or not?
According to me: we say go 45degree in the east hence 45degree is the magnitude and east is the direction . Hence it shold be a vector quantity.
What do you think ? Any suggestions would be appreciated.Thanks.
Answer: Only Direction with a magnitude equals a vector.
QUOTE : "According to me: we say go 45degree in the east hence 45degree is the magnitude and east is the direction"
dude big mistake... direction here is 45 degrees east.
and magnitude will be how many feet or kilometres.
Category: Physics
What is a vector and/or a vector quantity?
How can you explain vector and vector quantities?
Category: Physics
What will be the velocity /time graph of an artificial satellite ...
Velocity is a “vector” quantity which refers to the rate at which an object changes its position. So, velocity is speed with direction. The motion of an orbiting satellite can be described by the same motion ...
Vector Components
A quantity which does not depend on direction is called a scalar quantity. A vector quantity has two characteristics, a magnitude and a direction. ...
Is electromotive force a vector quantity?
On a cathode ray oscilloscope, the output waveform of an ac generator looks like a sine/cosine graph. The ups and downs represent the change in voltage, right? But why does voltage change? Isnt it the current that changes?
And thus, since voltage/e.m.f can be negative (since it can drive the current in two opposite directions), does it mean that e.m.f is a vector quantity?
Answer: Well, the fact that does matter is this... An ac generator not only gives an alternating current, but even the voltage varies periodically with time. That's the reason why you get a sine/cosine wave as output.
Regarding your second question, voltage/emf isn't negative in the pure sense of the word. for example, in an inductor, the magnitude of induced emf is given by e = -Ldi/dt where the negative sign indicates that the direction of the induced emf is opposite to the direction of the applied voltage, or to put it simply, the induced emf opposes the cause (as given by Lenz's Law). The magnitude of the voltage/emf is always positive. The negative sign only indicates the direction. And, it implies that emf is a Vector quantity.
Category: Physics
The speed of an object and the direction in which it moves constitute a vector quantity known as the velocity?
The speed of an object and the direction in which it moves constitute a vector quantity known as the velocity. An ostrich is running at a speed of 16.8 m/s in a direction of 78° north of west.
What is the magnitude of the ostrichs velocity component that is directed due north?
(b) What is the magnitude of the ostrichs velocity component that is directed due west?
Answer: God did it
Category: Physics
Is a ray of light a scalar or vector quantity?
I know its a scalar quantity in E=mc2 as youre talking about the speed of light, but what about a ray of light? Its bad enough it behaves as both a wave and a particle!
Answer: The moving photons in the ray of light can be calculated as a vector because they have a direction and a numerical quantity.
Category: Physics
What are the example of vector quantity
A vector quantity is differentiated from a scalar value by virtue of having both magnitude and direction. Hence, 30km/h is a scalar quantity, 30km/h NNE is ...