Answer to Question #81420 in Linear Algebra for Rozina

Question #81420

Check whether the vector (2root3, 2 ) is equally inclined to the vectors (2, 2root3) and (4,0)

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1. Check whether the vector (2root3, 2 ) is equally inclined to the vectors (2, 2root3) and (4,0)
2. Check whether the vector (2root3, 2 ) is equally inclined to the vectors (2, 2root3) and (4,0)
3. which of the following statements are true and which are false ? justify your answer with a short pr
4. define t : r^3>r^3 by t(x,y,x)=(x+y,y,2x-2y+2z) check that t satisfies the polynomial (x-1)^2(x-2
5. Check whether the vector (2root3, 2 ) is equally inclined to the vectors (2, 2root3) and (4,0)
6. Consider the linear operator T:C3→C3, defined by T(z1,z2,z3)=(z1−iz2,iz1+2z2+iz3,−iz2+z3). i)
7. Consider the linear operator T : C 3 → C 3 , defined by T (z1,z2,z3) = (z1 −iz2,iz1 +2z2 +iz