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let f(x)=sqrt2x. If the rate of change of f at x = c is four times its rate of change at x=1, then c =?
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\(\large{\begin{array}{llll} f(x)=\sqrt{2x}\qquad &x=1\qquad {\color{blue}{ f(1)}}=\sqrt{2(1)}\implies {\color{blue}{ \sqrt{2}}} \\ \quad \\ &x=c\qquad f(c)=4\cdot {\color{blue}{ f(1)}}\implies 4{\color{blue}{ \sqrt{2}}} \end{array} \\ \quad \\\\ \quad \\ \textit{rate of change}=\cfrac{f(c)-f(1)}{c-1}}\) solve for "c"
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