Can you solve this. please. Lab 4 (2).pdf1 / 2110%+Press F11| to exit full screenZ ASLII. Second Degree Approximations centered at x = a.Recall that the first degree approximation of a function f(x) centered at a (otherwise known as thetangent line) isL(x) 3D A + B(x — а)where A = f(a) and B = f'(a). Similarly, if we want to approximate a function f(x) by a seconddegree function P(x) centered at a, it is best to write P in the formР(х) 3D А + B(х — а) + C(х — а)26) Find a first degree approximation of f (x) = In x centered at x = 1.7) Find a second degree approximation of f (x) = In x at x = 1.%3D8) Use graph paper to provide a detailed and accurate graph of f(x), L(x), and P(x) on the sameаxes.9) Find a first degree approximation of f (x) = vx at x = 4.10) Find a second degree approximation of f (x) = Vx at x = 4.11) Use graph paper to provide a detailed and accurate graph of f(x), L(x), and P(x) on the sameаxes.12) Prove that for a second degree polynomial centered at a to satisfy conditions (i), (ii), and (iii) weII

Name: Can you solve this. please. Lab 4 (2).pdf1 / 2110%+Press F11| to exit
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Description: Can you solve this. please. Lab 4 (2).pdf1 / 2110%+Press F11| to exit full screenZ ASLII. Second Degree Approximations centered at x = a.Recall that the first degree approximation of a function f(x) centered at a (otherwise known as thetangent line)