Question: Transform the given function (f,x) as described and write the resulting function as an equation g(x). f(x)=x translate right 1 unit translate down 3

Transform the given function (f,x) as described and write the resulting function as an equation g(x) f(x) = Vo translate righ
f (x) = 22 reflect across the x-axis translate left 3 units translate up 1 unit 1
+ g(x) = Vx+1+3 #g(x) = 13-3+1 1: g() ----3)? +1 #g(6) - (- (2-3)) + 2 g(x) = V1-1-3 g(z) = V2+3+1 - (2+3)+ 1 9(*)-(-(2-2)) +

Transform the given function (f,x) as described and write the resulting function as an equation g(x). f(x)=x translate right 1 unit translate down 3 units 1 (z) = z reflect across the x-axis translate left 3 units translate up 1 unit :: g(z) = 2+1+3 #g(z)=2-3+1 #g(x)=-(-3) +1 #g(z)=(-(2-3)) +2 g (2)=2-1-3 g(z)=2+3+1 g(a). -(z+3)+1 g(z)-(-(2-2)) +3

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