Good ways to remember graph transformations?

Hello you fine people of TSR,

the ones i'm talking about are

y= f(x) + A (move A units right)
y= f(x-A) (move A units up)
y= -f(x) reflection in y axis
y= f(-x) reflection in x axis
y= Af(x) stretch parrallel to the y axis with scale factor A
y= f(ax) stretch parrallel to the x axis with scale factor 1/A
y=f(lXl) reflect all parts of the curve to the right of the y-axis
y= lf(x)l reflect the line in the x axis

Cheers

.

...

Hello you fine people of TSR,

Basically i wondered if you have found a way of remembering graph transformations. The understanding of how they work has alway eluded me so havving to learn them. I forget which way the curve goe and don't get me started with sketching the modulus of graphs.

the ones i'm talking about are

y= f(x) + A (move A units up)
y= f(x-A) (move A units right)
y= -f(x) reflection in x axis
y= f(-x) reflection in y axis
y= Af(x) stretch parrallel to the y axis with scale factor A
y= f(ax) stretch parrallel to the x axis with scale factor 1/A
And both modulus functions.

Yes i know you can tell me off for being lazy but if anybodys got any little dittys/sayings/songs/ballads/haiku/rhymes of how to remember which wahy to translate the curve it would be most kind of you.

Cheers