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(06 x 10)(K) 3515 x 10 atm 5 mol K2L atm4 = =!AP 9 #4 Let L P3 →P3 be the linear transformation defined by L(p)=p(x) − p©0 (x) and Abe the matrix ofLwith respect to the standard basis B = 1,x,x2 ª(See Problem 1 in Part 9) (a) Use results from Problem 3, properties of matrices, and the fact that L(P3) and R3×3 are isomorphic algebras to show that Lis invertible 21 x 10 mol/L; Equation Of Tangent Line On Ln Ln X At X E Calculus Application Youtube P.i.x.a.l ninjago