describe how to transform the graph of f into the graph of h(x) = e^{x} Sketch the graph by hand and support your answer w/ a grapher.
f(x)= e^(3x-4)

Question

imqwerty · Answer

$f(x) = e^{3x-4}$

nicolegunter · Answer

@darkknight i sent u it in ur dms

mhchen · Answer

$$e^x=e^{3x-2x-4+4}=(e^{3x-4})(e^{-2x+4})$$

darkknight · Answer

l

darkknight · Answer

thx

darkknight · Answer

i'm still confused

imqwerty · Answer

1)shift the graph $\Large e^{3x-4}$ 4/3 units to the right to get $\Large e^{3x}$ 2)idk how to say this but- stretch the graph by a factor of three along the x-axis? to get $\Large e^x$ https://www.desmos.com/calculator/ilkogfes74

darkknight · Answer

just got it, thanks though

darkknight · Answer

shift to left by 4/3 units and horizontal expansion by dilation factor of 3

imqwerty · Answer

$\color{#0cbb34}{\text{Originally Posted by}}$ @darkknight
shift to left by 4/3 units and horizontal expansion by dilation factor of 3
$\color{#0cbb34}{\text{End of Quote}}$
Yup
i made a typo in my previous comment, it should be 4/3 to the *left.