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If y = (1 + 2) 6*, then In(y) y) = In((1 + 2) ) = 6x 6 In(1+2). In(1 + 2). Part 2

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If y = (1 + 2) 6*, then In(y) y) = In((1 + 2) ) = 6x 6 In(1+2). In(1 + 2). Part 2 of 5 We can re-write 6x 6x In (1 + 2) = Part 3 of 5 In(1+2) Now, lim In(y) = lim 1 6x In(1+2) 1 6x 6x X-8 (+) We can apply L'Hopital's Rule and get lim In(1+2) L'H lim X10

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