Question 1 0/1 pt ) 100 99 0 Details Use the Laws of logarithms to rewrite the expression log3 14 5 in a form with no logarithm of a product, quotient or power. After rewriting we have logs = Alog3 x + Blog3 y with the constant A = and the constant B = Question Help: DVideo ) Message instructor Submit QuestionQuestion 2 0/1 pt ) 100 2 99 0 Details In is equal to Alnr + Bln s where A = and where B = Question Help: DVideo ) Message instructor Submit QuestionQuestion 3 0/1 pt O 100 2 99 O Details The expression log can be written in the form 210 A log(x) + Blog(y) + Clog(z) where A = B and C = Question Help: Video ) Message instructor Submit QuestionQuestion 4 0/1 pt O 100 99 0 Details If In a = 2, In b = 3, and In c = 5, evaluate the following: (a) In b-34 (b) In vb c'a 2 In (a363 ) (c) = In(bc) 4 - 3 (d) (In c-3) In a Question Help: DVideo 1 D Video 2 @ Video 3 D) Video 4 ) Message instructor Submit QuestionQuestion 5 0/1 pt ) 100 2 99 0 Details d Find (5 In(r)) Question Help: Message instructor Submit QuestionQuestion 6 0/1 pt O 100 99 0 Details Find (57). Type In(x) for the natural logartihtm function. Question Help: Message instructor Submit QuestionQuestion 7 0/1 pt O 100 99 0 Details Let f(x) = 3log2(x) f'(x) = f' (1) = Question Help: Video Message instructor Submit Question\fQuestion 9 0/1 pt ) 100 99 0 Details Let f(x) = x. Use logarithmic differentiation to determine the derivative. f' (x) = f' (1) = Question Help: DVideo Message instructor Submit