Question 1 1 pts Log differentiation relies on the chain rule as well as properties of logarithms (in particular, the natural logarithm) to make differentiation easier. We use Log differentiation for complicated functions involving _ . (Check all that applies. There are multiple correct answers.) O product O quotient O root O power Question 2 1 pts The 1st step in Log differentiation is to take In (the natural log) on both sides of the equation. O True O False Question 3 1 pts The 2nd step of Log differentiation is to use Implicit Differentiation to find yl. O True O False Question 4 1 pts The derivative of a" , where a is a positive constant, is at. O True O False Question 5 1 pts Log differentiation can be useful when applied to functions raised to the power of variables or functions such as y = *v. O True O False Question 6 1 pts If f(z) = In(x), then f'(1) = lime ,0 In(1 + x): = 1. O True O False Question 7 1 pts limz 40 (1 + x) = = 1 O True O False Question 8 1 pts lim,> >co (1 + ?)" = 1 O True O False