f(v)), g(u)) and P(x, x) v. B) and P(z. x. z)

Q: Let u = (1, 2, 3), v = (4, 4, –2), and w = (6, 5, -5). Find z, where 2u + v - w + 3z = 0.

A:

Q: X=4uv-2u, y= - (uv +8uvw), and Z:9uvw Find acx.y,z) =

A: We have to find Jacobian.

Q: c) Find u (v x w) if u = [0,0, p], v = [0, q, 0] and w = [r,0,0]. %3D

A:

Q: Let ā = (1, 3,-1) and b (-1,0, 2). What is the y-component of ā x b %3D %3D 1 -1 3.

A:

Q: W C B E y w is the measure of arcBC = 96°

A:

Q: The point of intersection of y = x² + 6 and x = 2 is ... A) (1,8) B) (2,8) C) (2, 10) D) (10, 2)

A:

Q: What is v(v × w)?

A: we need to find the value of

Q: Let u = (1, 2, 3), v = (4, 4, -2), and w = (6, -1, -2). Find z, where 2u + v – w + 3z = 0. z =

A:

Q: Suppose that u · (v × w) = 3. Find (a) u · (w × v) (b) (v × w) · u (c) w · (u × v) (d) v · (u × w)…

A: Since you have posted a question with multiple sub-parts, we will solve first three sub-parts for…

Q: Find u (v x W). u = (3,3,3) (5,9, 0) V = w = (0, 0, 3)

A:

Q: Q6: Determine whether AB is parallel or perpendicular to CD whe a) A(0,-1): B(1,1) ; C(1,5) D-1,1)…

A: to check the lines are parallel or perpendicular

Q: Find u (vx w). =(5, 5, 5) v = (1, 9, 0) w = (0, 0, 4) U =

A:

Q: f v=[4,2,-3] what is dot(v,v)?

A:

Q: If f.(x, y) = 13x + 8y + 11, || f.(3, 2) = a. b. f„(5, 2)

A: Given, fx(x,y) = 13x + 8y + 11 a). fx(3,2) = 13*3 + 8*2 + 11 = 39+16+11 => fx(3,2) = 66

Q: 2. Find the V.A and H.A r(x) = 2+2x+3 x2-5x V.A- H.A-

A:

Q: Let u= (1, 1, 4, 5), v = (1,4, -4,9) and w = (3, 1, 2, 3). Evaluate: a) dx2 dx3dx4(u, v, w) = b)…

A: Step 1: Step 2:

Q: Find a and b such that v = au + bw, where u = (1, 2) and w = (1, -1). v = (9, 3) a = b =

A: This question is based on vector form.

Q: u = [-5, –1] v = [9, –7) w = [8, 1] 5u + v – w = [ Ex: 6

A: We will use the co-ordinate wise vector addition definition in R² where, u, v, w are vectors in the…

Q: Prove that a. V. (A + B) = V.A + V.B b. V. (ØA) = (V. Ø). A + Ø(V. A)

A:

Q: Let u = (1, 2, 3), v = (2, 2, -1), and w = (4, 3, –4). Find z, where 2u + v – w + 3z = 0. Z =

A: u=1,2,3v=2,2,-1w=4,3,-42u+v-w+3z=0

Q: Find u. (vx w). eBook u = (5, 5, 5) = (4,2,0) w = (0, 0, 2) v =

A:

Q: Activity 5.1.2. Suppose that the function y = f(x) is given by the graph shown in Figure 5.1.2, and…

A: Given the graph of a function y=fx and F is an antiderivative of fx, such that F0=-1.