Let(vector u)=(-2,-3), (vector v=(-3,-5) and vector w=(-2,-3). Find the vector x that satisfies 6u-v+x=6x+wIn this case, vector x=?I appreciate the help in avance

I need help

Please help with (d) and (e). Vectors

Determine a vector that is perpendicular to (2,-5,-1) and (4,0,1).

-2 - (+) (9) (-:-) and b = 2 Let a = What is a|²|b²+|a.b|²? 0 be two vectors.

Find a general set of solution vectors x₂ = - 5x2 X₂ = x₁ + 3x₂

Write a (0, 3, 0) as the sum of two vectors, one parallel and one perpendicular to 6 If a 18 1 = = = ả tải, then: (0,4,0) X = (0, 4, 3).

Vector u has POSITIVE x-component, POSITIVE y-component and ZERO z-component. Vector v has NEGATIVE x-component, POSITIVE y-component and POSITIVE z-component. What is true about u x v? There is not enough information to know anything. O It has NEGATIVE x-component, NEGATIVE y-component, NEGATIVE z-component O It has POSITIVE×-component, NEGATIVE y-component, NEGATIVE z-component It has POSITIVE x-component, NEGATIVE y-component, POSITIVE z-component

Find the vector needed to translate from point (4,1) to point (8,3). Translate (-1,2) by the same vector.

Use these 3 vectors ?⃗ = (-2, -12, 4), ? = (3, -2, 1), ?⃗ = (8, 12, -4) to verify the the associative property