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Is it possible to do 11 and 12

11. Find the indicated quantities for $y=f(x)=x_{2}−3x$. $3−2=1$ a. $Δx,Δy$, and $Δx/Δy$ for $x_{1}=2$ and $x_{2}=3$. c. $dy$ for $x_{1}=2$ and $x_{2}=3$. $Δx=11_{2}Δy=(1)_{2}−3(1)$ b. $[f(x_{1}+Δx)−f(x_{1})]/Δx$ for $x_{1}=1$ and d. $Δy$ and $dy$ for $x=2,Δx=dx=0.1$ $Δx=1$ 12. For $y=f(x)=3x_{2}−4$ a. Find the slope of the graph at $x=1$ b. Find the equation of the tangent line at $x=1$ in the form $v=mx+h$

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