Suppose T: P3→R³ is a linear transformation whose action is defined by a-2b+5c-4d T(ax³ + bx²+cx+d) = 3a-b+5c-2d a-b+3c-2d Determine whether T is one-to-one and/or onto. If it is not one-to-one, show this by providing two polynomials that have the sam the image of T. Use the '^' character to indicate an exponent and x as the variable for polynomials, e.g. 5x^2-2x+1 T is one-to-one T is onto