"If the vector V can be written as a linear combination of V, and V2 such that v = c₁v₁ + c₂v₂ Which of the following is always false? a. c₁ can be as a positive number
b. c₁c₂ can be zero. c. None of them d. c₁ can be as a multiple of c₂ e. If u is also a linear combination of v₁, and v₂, then u and v are always sam vectors"