Absolute Value of a Function (pt2 quadratic) • [7.2c] Pre-Calculus 11

[@jesseroebuck168]

Explained it a lot better than my text book. Thanks!

[@AllAroundMathGuy]

You're welcome, and I'm glad you found it helpful! 🙂

[@rylandira9298]

a trick: watch movies on Flixzone. I've been using it for watching loads of movies recently.

[@darielelisha6311]

@Ryland Ira Definitely, been watching on Flixzone for since november myself :D

[@theunderstars...]

Couldn’t figure this out until I watched this video. Thank you!

[@AllAroundMathGuy]

You're welcome! Glad this was helpful! 🙂

[@TatiannaPara]

this video series has been really helpful, thanks very much for taking the time

[@AllAroundMathGuy]

You are very welcome, and I'm glad to hear that it has been helpful! 🙂

[@toluwanimiikotun9853]

wow this is awesome .. simple and straight forward

[@AllAroundMathGuy]

Thanks so much! 😃

[@tatiana1310]

Hi! Thank you so much! But, what if I have something like thiis | x-1| + |x^2-2x|?

[@adilformuly4568]

An amazing explanation. Must appreciate!

[@AllAroundMathGuy]

Thanks! Glad you liked it! 🙂

[@ibsashafi8696]

Amazing explanation and logic... keep it up Boss

[@AllAroundMathGuy]

Thank you - glad you found it useful! 🙂

[@livolofsson9634]

Such a good explanation! Thanks a lot!

[@yaqoobmusab8066]

Simple and straight to the point 👌👌

[@AllAroundMathGuy]

Glad you found it useful! 🙂

[@offthepathworks9171]

My issue here is - how would we come up to those piecewise pieces algebraically vs. just logically / graphically?

[@AllAroundMathGuy]

Sorry I missed this when you asked. The algebraic expression for the two pieces is the piecewise function -- one part that has the exact equation that is given, and the the other part that is the opposite, ie. the negative of what is given. To determine where each part occurs, you need the x-intercepts as found in the video. You could test a point in each interval to see where the original function is positive or negative, and then 'flip' the parts that are negative with a negative sign in front.

[@pavneetkaur4245]

Thank you so much! Now I won't fail my quiz!

[@massimoferrazza7122]

amazing video, thank you!

[@Not_BhiLZA]

Thanks from UK

[@AllAroundMathGuy]

You're welcome! 🙂

[@nadooabaagu9734]

Great explanation thank you!

[@AllAroundMathGuy]

You're welcome - glad it was helpful! 🙂

[@Shivam-zk1rf]

Thanx a lot keep up the good work

[@AllAroundMathGuy]

Thank you very much! 🙂

[@paramsran1861]

How did u write so quick 1:59

[@adonaybirru3810]

Great man I like it

[@AllAroundMathGuy]

Thanks! Glad you like it! 🙂

[@jabtechnologies873]

Thank you🎉

[@AllAroundMathGuy]

You’re welcome! 🙂

[@CardiolBee]

Perfect

[@AllAroundMathGuy]

Thanks! 🙂

[@karanjoshi1211]

Thank you soo much! This helped a ton!

[@liyaziiii3026]

Thank you:D

[@AllAroundMathGuy]

You're welcome! 🙂

[@entlemavuso9095]

amazing ! thank you

[@AllAroundMathGuy]

You're welcome! 🙂

[@adivhahoratshimolo2671]

🎉

[@waterlilly8330]

Thank you :-)

[@AllAroundMathGuy]

You are welcome! 🙂