Given that
Point P (1,5,2,3) and Q=(4,1,0,3)
vector form of points P and Q is
PQ = <P-Q>
= <1-4, 5-1, 2-0, 3-3 >
= <-3, 4, 2, 0> is vector form
Which one of the following is the vector from the point with coordinates (1,5, 2, 3)...
Consider the line x (1,3,2) + t(-1,5,-2) Decide which of the following points lie on the line. (There may be more than one.) a) (1,3,2) (1,5,-2) (0, 8, 0) (2,-2,5) b) Which of the following vectors are perpendicular to the line? (There may be more than one.) (2,0,-1) (10,2,0) (3, 4,2) (0,2,5)
Let L be the line passing through the point P(-4, -1,5) with direction vector d=[-3, 3, 2]T, and let T be the plane defined by 3x+2y-5z =-9. Find the point Q where L and T intersect. Q=(0, 0, 0)
Which one of the following is a normal vector for the plane through the point P(1.-3 . . . O A.(-5,4,3) O B. (7,-6, -5) O C.(-5, -4,3) O D.(-11,8,7) O E. (4, -2,-2) . . Question 4 of 40 1.0 Points Which one of the following is a normal vector for the plane through the point P(1, -3, 5) which is parallel to both ü = (1,-1, 3) and 1 = (2,1,2) • O A.(-5,4,3) • O B. (7.-6,...
Please help me. i didnt understand those formulas. can you please explain them. thanks. Problem 3.25 A vector field is given in cylindrical coordinates by Point P(2, T,3) is located on the surface of the cylinder described by r-2. At point P find (a) the vector component of E perpendicular to the cylinder, (b) the vector component of E tangential to the cylinder. Can anyone please tell me where does these formulas come from and also is there any formulas...
2 (a) Convert point P(3,-3,1) to spherical coordinates. (b) Transform vector F-pcospa, -zsinpa, into rectangular coordinates.
Given a vector w with initial point P(-5,2), and terminal point Q(1,5), write the vector w in terms of i and j. Select the correct answer below: Ο 6 + 30 η Ο 31 - 65 Ο 61 – 35 Ο 31 - 65 Ο 6 4 33 Ο 61 - 35
0 , - 21. Find a vector orthogonal to (-2, 1,5).
Let L be the line passing through the point P(1,5, -2) with direction vector d=[0,-1, 0]T, and let T be the plane defined by x–5y+z = 22. Find the point Q where L and T intersect. Q=(0,0,0)
A relation is shown below. {(-4,-2).(-1,5). (2. -3). (6,4)} Which of the following is the graph of this relation? Select one: 10 9 6 9 10 OA. - 7 -8 -10 9-3 -2 - 3 - 6 - 3 -10
2) The vector is in the subspace H with a basis B = {1,5}. Find the B-coordinate vector of 3 5x = [-2], 62 = (-). =) Answer: