Question: Answer: dy Answer: dy - = e4 dx xin3 dx # y = e # y = 1te -x Answer: dy 1 + 1 Answer:

 Answer: dy Answer: dy - = e4 dx xin3 dx #
y = e # y = 1te -x Answer: dy 1 +

Answer: dy Answer: dy - = e4 dx xin3 dx # y = e # y = 1te -x Answer: dy 1 + 1 Answer: dy dx x+ 2 X - 2 dx = In x # y = tan '(ex) # y = log3 Answer: dy dy 2x Answer: dx = 3x2ex3 # y = In ex2 # y = In vx Answer: dy 3 - = Answer: = -2xex sin(exz) dx x In 2 # # y = y = In(In(x)) Answer: dy -1 - = Answer: dx y = xe*(x+ 2) dx x In 3 # y = e(2+Inx) # y = 2log2 (x2) 1 Answer: dy Answer: ay = 2x (In 2) dx x In x # y = x2ex # y = x2 In x

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