The magnitude of a vector, in the form of
is given by the formula:
Magnitude of vector =
Here,
Therefore, the magnitude of the vector will be
Hence, the magnitude of the vector will be
Vector J has a magnitude of 3 and vector K has a magnitude of 7. They are separated by an angle of 9 degrees. Find the magnitude of the following: J * K (Dot product) J x K (Cross product)
Find a vector equivalent to the vector PO, where P = (3,-7) Q = (-9,6), with its initial point at the origin and find the magnitude of the vector found, respectively. (A) (-12,13), V313 (B) (-12,13), 18 (C) (12,13), V325 (D) (12,13), 18
Thi: Find the magnitude of the vector u. --(-343,-3) ya -3V3 x -3 The magnitude of the vector u is 1 (Simplify your answer, including any radicals. Use integers or fractions for any numbers in the expression.)
6. Vector has a magnitude of 3 at an angle of 35° to the x-axis. Vector has a magnitude of 1 at an angle of 10° to the x-axis. Vector has a magnitude of 10 at an angle of 15° to the y-axis. Find the x and y components of , , and . 14. If has a magnitude of 9 units and points along the positive y axis and has a magnitude of 7 units and points 25° above...
(a) Find the magnitude of the vector (-5,–2). (b) Find an angle that determines the direction of the vector (-3,2). (c) Find two distinct numbers t such that ||t(3, –7) || = 4. (a) Find coordinates for three different vectors, each of which has magnitude 5. (b) Find coordinates for three different vectors, each of which has a direction determined by an angle of 4.
Need help with this question Question 2 Find the vector v with the magnitude and direction of u = (6, -6,3) ©v=(7.-7. Ž) Ov=<7, -7,7) +=(3, -3, 7 ) ©v={}: -26) ºr=(5-7)
Find the magnitude and positive direction angle of the vector (-4,-4√3). The magnitude of the vector is _______ (Simplify your answer.) The direction angle is _______ °(Simplify your answer. Use angle measures greater than or equal to 0 and less than 360.)
find the magnitude of the vector B=(0.30m) x^ +(5.0m) y^ find the direction of the vector B= (0.30m) x^ +(5.0m) y^ find the magnitude of the vector A+B find the direction of the vector A+B
Vector Addition – add the following 3 vectors (find the resultant vector – magnitude and orientation) F1 = 85 N, 60º above the horizontal F2 = 180 N, 35º below the horizontal F3 = 35 N, along the vertical (at 90º)
Vector Addition – add the following 3 vectors (find the resultant vector – magnitude and orientation) F1 = 85 N, 60º above the horizontal F2 = 180 N, 35º below the horizontal F3 = 35 N, along the vertical (at 90º)