Graphing an absolute value equation with multiple transformations

👉 Learn about graphing absolute value equations. An absolute value equation is an equation having the absolute value sign and the value of the equation is always positive. The graph of the parent function of an absolute value equation is a v-shaped graph starting from the origin above the x-axis and rising both sides of the y-axis and is symmetrical to the y-axis.

To graph an absolute value equation, we first graph the parent function of the absolute value equation and we then apply the necessary transformation(s) to the graph of the parent function to obtain the required graph of the absolute value equation.

Organized Videos:
✅Graph Absolute Value Functions
✅How to Graph Absolute Value Functions | Learn About
✅How to Graph Absolute Value Functions with a vertical or Horizontal Shift
✅How to Graph Absolute Value Functions with a vertical AND Horizontal Shift
✅How to Graph Absolute Value Functions with Stretch and Compression
✅How to Graph Absolute Value Functions with multiple transformations
✅How Graph Absolute value Functions with two inside transformations

Connect with me:

#AbsoluteValue #Brianmclogan

[brianmclogan]

all of my new videos I mic myself up so check them out and let me know if the sound quality is better. Sorry to hear about that. I think it's a shame. Please use my videos this year to help yourself

[brianmclogan]

thank makes me feel really good, thank you, I am always trying to improve

[HiighTawpz]

3:15 Lolol he says "I'mma guna shit" x)

YOUR TEACHING IS AMAZING!

[brianmclogan]

I was stuttering! haha thanks for noticing

[brianmclogan]

sweet! let me know how else I can help!

[fatwebb]

U said -1 times -4 is -5 that’s not right

[diego]

im glad your good at your job. you did make it understandable

[aldrinthomas]

Thank you so much really helped, to summarize:

1. Find the roots: if the equation is y= abs(x+1)-2abs(x+2)           (abs=absolute value)
then the roots are -1 (what value of x makes (x+1)=0 and -2 what value of x makes(x+2)=0

2. sup in points with values of x right and left of the roots (-1 and -2)
e.g x= -2 and 0 for the root -1 (CANT BE LESS THAN -2 BECAUSE THE EQUATION WILL CHANGE AT -2)
and x=-3 and -1 (CANT BE MORE THAN -1 BECAUSE THE EQUATION WILL CHANGE AT -1)

[cartatertot]

Anyone else hear an odd whistling noise?

[flawlessify]

why did you multiply the -1 and not multiply the others numbers from the table

[theawesomelylo]

That helped a lot thank you. For next time if you could just go a little slower. Thx 👍

[jayxjay]

I have a question. If there is only | x | instead of |x+1| what do I do?