>> Burger vector and dislocation line both not lie in single active slip plane in sessile dislocation.
False. * * * * * No, it is true. It is false if the line is a vector but not otherwise.
a vector is a line with direction and distance. there is no answer to your question. the dot is the angular relationship between two vectors.
HelloAnswer to your QuestionSuppose we have to subtract vector B from the vector A.We can write it ARITHMETICALLY asA-B= A+(-B)Now we can determine the resultant of A and negative vector (-B) by usual adition of vectors method.Hence, according to fig. draw the representative line PQ of first vector A. Now draw the representative line Qr of the vectore B from the head of vector A in opposite direction . Join P to R, then PR represents the resultant vector C, i.e.,C = A-B----------------------------------------------------------------------------------------------------This is an example for subtraction of vector.By the ways if you want any other details from my side you can talk to me on my live id Dove_786@live.com.THANKS,Nawal Fatima.Pakistan..----------------------------------------------------------------------------------------HelloAnswer to your QuestionSuppose we have to subtract vector B from the vector A.We can write it ARITHMETICALLY asA-B= A+(-B)Now we can determine the resultant of A and negative vector (-B) by usual adition of vectors method.Hence, according to fig. draw the representative line PQ of first vector A. Now draw the representative line Qr of the vectore B from the head of vector A in opposite direction . Join P to R, then PR represents the resultant vector C, i.e.,C = A-B----------------------------------------------------------------------------------------------------This is an example for subtraction of vector.By the ways if you want any other details from my side you can talk to me on my live id Dove_786@live.com.THANKS,Nawal Fatima.Pakistan..----------------------------------------------------------------------------------------
If the "line" has a direction, it is a vector. Algebraic "lines" have no end nor beginning and so cannot "go" down nor up.
Vector.
A vector
a vector
The line above a letter in mathematics means a vector whose mane is the letter. So it is pronounced "vector a"
Start with a point O. Draw a line OA in the direction of the first vector and whose length represents the magnitude of that vector (to some scale). From A, draw the line AB in the direction of the second vector and whose length represents the magnitude of that second vector (to the same scale). Then the direction and length of the straight line OB represent the direction and (to the same scale) the magnitude of the resultant vector.
A zonoid is a vector sum of line segments.
Point begin B, point end E (unknown) known point on line A compute vector BA, norm it (divide by its norm) then multiply the normed vector by the length of the line ; this vector BE. From there, get coord of E
A vector is a magnitude with a direction, so if you have a line that is +2 on the x-axis and +2 on the y-axis, that would be a vector.
A vector whose direction (angles) and line of application are fixed, but whose point of application is not fixed.
In vector format, the moment can be defined as the cross product between the radius vector, r (the vector from point O to the line of action), and the force vector.
They can be represented by a line made with a #2 pencil. The length of the line is made proportional to the magnitude of the vector, and some kind of identifying mark is made on or near one end of the line to show the direction of the vector.
the radius vector; and the vectorial angle the radius vector; and the vectorial angle