tabula-rasa
tabula-rasa
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You are doing just fine! To prove that x = 0 is a maximum for h and point of inflection for g use this information: (ii) g'(x) = (h(x))^2 (iii) h(x) > 0 (iv) g(0)=0 h(x) is always positive (non zero !) so g'(x) = (h(x))^2 >0 …
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You are doing just fine! To prove that x = 0 is a maximum for h and point of inflection for g use this information: (ii) g'(x) = (h(x))^2 (iii) h(x) > 0 (iv) g(0)=0 h(x) is always positive (non zero !) so g'(x) = (h(x))^2 >0 …
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You are doing just fine! To prove that x = 0 is a maximum for h and point of inflection for g use this information: (ii) g'(x) = (h(x))^2 (iii) h(x) > 0 (iv) g(0)=0 h(x) is always positive (non zero !) so g'(x) = (h(x))^2 >0 …