Polynomials/Zero in -2,3/Degree up to 4/Dimension/Exercise
Show that the set of real polynomials of degree which have a zero at and a zero at is a finite dimensional subspace of . Determine the dimension of this vector space.
Show that the set of real polynomials of degree which have a zero at and a zero at is a finite dimensional subspace of . Determine the dimension of this vector space.