Question: fd. y = cos2 (x2 +3) (2 marks) e. y = x sin (x2 +5) (3 marks) f. y=be* (1 mark) g. y=e* (1 mark)

 \fd. y = cos2 (x2 +3) (2 marks) e. y =x sin (x2 +5) (3 marks) f. y=be* (1 mark) g. y=e"*
(1 mark) h. y= xex+1 (3 marks) i. y = In(x+3) (1mark) j. y =5ln (x +4) (2 marks) k. y=5* (1 mark)

\fd. y = cos2 (x2 +3) (2 marks) e. y = x sin (x2 +5) (3 marks) f. y=be* (1 mark) g. y=e"* (1 mark) h. y= xex+1 (3 marks) i. y = In(x+3) (1 mark) j. y =5ln (x +4) (2 marks) k. y=5* (1 mark) 1. y = (x2 + 2) (x2 + 2x+1)' (4 marks) m. y = In( sin x) (2 marks) n. y =(x+Inx) (2 marks)

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