Factoring with rational exponents

[qflexmoves]

Also, I appreciate your enthusiasm while teaching. It makes it easier to not fall asleep during the explanation. Keeps the audience intrigued. Thank you.

[derekadair]

This is such a good explanation, thank you for this video. Factoring has never been my strong suit and this breakdown helped me a lot.

[bridesheaddeserted]

THANK YOU SO i was fighting for my life to find a video to explain this kind of exponent factoring

[katiehardash]

Explaining this way better than my professor did. Thank you so much!

[glasssmirror]

Clear and precise.
No time wasting. Just hitting nail on the head.

[urotakufujoshi]

You are a beautiful person I got a headache because I was trying to solve this for the past hour. Thank you

[Ayzer]

I am taking Pre-cal after a 9 year break from school. I was struggling with Negative rational exponents in my homework. You cleared up my confusion with this topic. Subbed!

[JESSICAAFRIYIEOBENG]

Such an amazing explanation 🎉🎉.. Thank you very much

[jahmaxranyeta]

Very helpful, thank you for the clear explanation.

[avacoy]

Thank you so much this video helped me so much! I couldn’t find any help on these type of factored expressions but you really helped and I love how you explained. Subscribing for sure!!

[j.w.holliday]

Thank you!!!! You are a really good teacher!

[CountMeCurious]

omg you're the love of my life. you saved me so much time and effort. thank you bro. long live Prime Newtons

[basiathrowback]

i like the energy. thanks . KEEP GOING

[nacholibre]

thank you for not making me fall asleep!! God bless I have a math final tomorrow

[LarenceGracila]

bro the way you talk made me to follow you, THE ENERGY

[erintonix]

Thank you so much for this video, this was a great explanation!!

[tajpa]

The first exercise you could factorize more with the roots of quadratic equation. m=(1/3)*(11-sqrt(94)) and m=(1/3)*(11+sqrt(94)).

[kingc]

For #1, at the end, you wrote 5/4ths-1/4th as the exponent for the factored form. Is it ok to leave it blank since 5/4-1/4th=4/4ths, or the equivalent to 1? I’m asking because you can think of any number w/o an exponent as having an imaginary exponent of 1, because any number times 1 is just itself. So if you were to think of it as 4/4ths, or 1, and you still have the 1/4th in the first set of parentheses, would that be ok?

[ujust]

How did you get -22m? In the first problem

[lucassluijs]

Thank you brother this video helped me so much