Scalar And Vector Fields
... In cartesian basis the cross product may be written in terms of the components of ...
... In cartesian basis the cross product may be written in terms of the components of ...
Lines and slope
... 23. Determine the equation of the line parallel to the line 2x – y = -2; containing the point (0, 0) The line 2x – y = -2 has slope m = 2. The line we are looking for has the same slope and contains the point (0, 0) ...
... 23. Determine the equation of the line parallel to the line 2x – y = -2; containing the point (0, 0) The line 2x – y = -2 has slope m = 2. The line we are looking for has the same slope and contains the point (0, 0) ...
13.4 THE CROSS PRODUCT The Area of a Parallelogram Definition
... derive the algebraic definition for the cross product. 38. In this problem, we arrive at the algebraic definition for the cross product by a different route. Let ~a = a1~i + a2~j + a3~k and ~b = b1~i + b2~j + b3~k . We seek a vector ~v = x~i + y~j + z~k which is perpendicular to both ~a and ~b . Use ...
... derive the algebraic definition for the cross product. 38. In this problem, we arrive at the algebraic definition for the cross product by a different route. Let ~a = a1~i + a2~j + a3~k and ~b = b1~i + b2~j + b3~k . We seek a vector ~v = x~i + y~j + z~k which is perpendicular to both ~a and ~b . Use ...
