The set B = {- (3+4x²), − (6+3x+8x²), 8 + 6x +8x²} is a basis for P₂. Find the coordinates of p(x) = − (56 +30x + 64x²) relative to this basis: [p(x)] B =

B = {3 – 3x², 9 – 2x – 9x², 13 – 4x – 12x?} is a basis for P2. The coordinate vector of p(x) = 4 + 2x – 6x² relative to the basis B is [p]B =

The set B = {2 + 2x², 4 − 3x + 4x², 19 − 9x + 18x²} is a basis for P₂. Find the coordinates of p(x) = 84 − 39x + 80x² relative to this basis: - [p(x)]B=

The set { (-2, 5) , (1, -1) } is a basis for R2 Select one: O True O False