Consider the function f(:.-:) = :c 6. (A) Find f'1{) = C] (B) Use Theorem 7', page 156 of the Stewart Essential Calculus textbook to nd { f1)"(6) (rim) = C] (C) Calculate f1(a:} and state domain and range of fl. Use interval notation. If needed enter inf for 00 or -inf for oo. f'1($) = Domain = Range = Calculate (f1)'() from the formula for f1{m) and check that it agrees with the result of part (B) 2 Consider the function ns) 2 4 for a: > 4. (A) Find f1{5) = C] (B) Use Theorem 7, page 156 of the Stewart Essential Calculus textbook to nd (f1)"{5] (Jr-1H5) = C] (C) Calculate f1(a:} and state domain and range of fl. Use interval notation. If needed enter inf for so or -inf for oo. rim = Domain = Range = Calculate (f'1)'(5} from the formula for f_1{a:} and check that it agrees with the result of part (B) \fUse the Laws of logarithms to rewrite the expression hit/r) in a form with no logarithm of a product, quotient or power. After rewriting we have Nthy] = A111(a=)+ Blntu) with the constant A=D and the constant 3:8 Use the Laws of logarithms to rewrite the expression 3x 20 m (mm/m) in a form with no logarithm of a product, quotient or power. After rewriting we have 1n(315V$1 3320 )2Alx+Bl(z1)+Cl(3x20) with the constant A = C] the constant B = C] and the constant C = C] Note: You can eam partiai credit on this