Let ( f(x)=x-2 x^{2} ) and ( g(x) ) be a function so that ( lim _{x rightarrow 3} g(x)=2 ). For ( h(x)=f(g(x)) ), determine ( lim _{x rightarrow 3} h(x) )

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Let  ( f(x)=x-2 x^{2}  ) and  ( g(x)  ) be a function so that  (  lim _{x  rightarrow 3} g(x)=2  ). For  ( h(x)=f(g(x))  ), determine  (  lim _{x  rightarrow 3} h(x)  )

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Solution for -   Let  ( f(x)=x-2 x^{2}  ) and  ( g(x)  ) be a function so that  (  lim _{x  rightarrow 3} g(x)=2  )

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This an additional answer to -   Let  ( f(x)=x-2 x^{2}  ) and  ( g(x)  ) be a function so that  (  lim _{x  rightarrow 3} g(x)=2  )

(Solved): Let \( f(x)=x-2 x^{2} \) and \( g(x) \) be a function so that \( \lim _{x \rightarrow 3} g(x)=2 \) ...

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