Linear AlgebraChallengeVector Spaces & Bases ShareVector Spaces & Bases · Challenge problemIn the vector space of all real functions on R\mathbb{R}R, find the dimension of span{x3, (x+1)3, (x+2)3, (x+3)3, (x+4)3, (x+5)3}\operatorname{span}\{x^3,\ (x+1)^3,\ (x+2)^3,\ (x+3)^3,\ (x+4)^3,\ (x+5)^3\}span{x3, (x+1)3, (x+2)3, (x+3)3, (x+4)3, (x+5)3}.Check Show answer Walk through it step by step Practice more like this Review this concept