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/ f-x-left-begin-array-ll-2-x-1-2-x-leq-2-x-2-y-x-x-rightarrow-2-end-array-ri-pa974
(Solved): \[ F(x)=\left\{\begin{array}{ll} 2 x+1.2 & x \leq-2 \\ x^{2}-y / x & x \rightarrow-2 \end{array}\ri ...
\[ F(x)=\left\{\begin{array}{ll} 2 x+1.2 & x \leq-2 \\ x^{2}-y / x & x \rightarrow-2 \end{array}\right. \] increasing decreosing coristant
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Given, f(x)={2x+1x??2x2?7x>?2 For increasing: f '(x)>0 f?(x)>0f?(x)={2x??22xx>?2>0 This is true for all x??2 and x>0 but as -2 is the inflection point
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