Question: 2 Find the function ( y=left(x^{2}+2 x+3 ight)^{2} ). (K: 3 marks ( +mathrm{T}: 3 ) marl (a) Find the first derivative with chain rule.

2 Find the function ( y=left(x^{2}+2 x+3 ight)^{2} ). (K: 3 marks ( +mathrm{T}: 3 ) marl (a) Find the first derivative with chain rule. (b) Find the inflection point(s). If there are no inflection points, explain why.

2 Find the function y = (x+2x+3). (K: 3 marks+T: 3 marks) (a) Find the first derivative with chain rule. (b) Find the inflection point(s). If there are no inflection points, explain why.

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