Discrete Math - 1.4.2 Quantifiers

[@tggg777]

I was about to drop this class, but you saved my life. I am spending more time on your videos than my actual lecture. You explain it in a super simple way. Thanks for your videos.

[@dcquadrant]

my life right now in a nut shell.

[@idc20627]

My professor should donate half of her salary to you. How is it that I learn more from these short videos than what we cover in a 3hr and 20 minute lecture lol AND it covers more! insane!

[@sagejpc1175]

I literally can't understand my professor (and I am not the only one in my class who feels this way). I am desperately trying to pass Discrete Math, so thank you for all of your help!

[@detroitpistonsplayoffs]

I feel so bad for the discrete math students from over a year ago who had bad professors and couldn’t have access to this series. I can listen/watch these videos at work and I am able to get so far ahead

[@SawFinMath]

Thanks!

[@michellewilliams1090]

You are helping me so much in my discrete math class it's unreal.

[@SawFinMath]

Thanks for the feedback! Good luck this term.

[@moseslesa9676]

same here ,these teachers cant explain to save our lives

[@waifusaii]

Your videos are sooo helpful you have no idea. I have been relying on you for the entirety of my course. Thank you!

[@MAGANAFRANS]

I was really struggling with this topic but this video has really saved me. Thank you so much Miss Brehm.

[@YazeedSeraj]

This was the treasure trove of Explaining Quantifiers

[@lastname7224]

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[@NOORK03]

i dont know how to thank you, im trying to catch up with my lectures bc i dont understand my prof. Youre saving me so much right now

[@Perichron]

I'm trying to teach myself math. Thank you for being so helpful, you're videos are great.

[@SawFinMath]

Thanks so much!

[@devinnicolebaione]

Thank you so much! My online professor has only provided the textbook and cengage as learning tools and I have been completely lost in the sauce, neither is helpful at all. You have made my life so much easier.

[@Priy_sharma6]

Liked your all vids Please continue Greetings from India

[@Mira-The-Cat]

@11:15 or so, ExP(x) mentioned as false, however, if using 0 like in the AxP(x) example, wouldn't 0 make ExP(x) True?

[@Mira-The-Cat]

Aaaah, in which case 0=0 causing it to still be true.

[@jordanmuwanguzi1515]

Boss the case is for" x²

[@williamoliveira3476]

You're my savior. Thank you, my GPA is thanking you too!

[@parsasamandi569]

Thanks a lot, I really appreciate it

[@finite4991]

9:05 isnt 0 squared equal to 1???

[@SawFinMath]

No. I think you are thinking of values to the zero power are one. But 0 squared is 0*0 which is zero.

[@Asdun77]

God bless you, very clear

[@giftedgamer9243]

When I had class I was like “I'm not going today ill just learn from your videos”😂😂😂

[@fleventyfive5376]

Thank you queen

[@daltonjohnpalma3957]

tbh my mind was totally blown right now and I couldn't understand any of the topic but hopefully i could catch up with this.

[@RenaJAllDay]

I have a D in this class right now 😢😢 Thanks for helping me try to bring it up!

[@gordonramsdale]

I also struggle to get my d up

[@nxdst]

Love your exlanations so much 💗

[@ildaraliev1696]

Great explanation!

[@thevegannurse5714]

Hi Kimberly for x squared

[@sheltonsummons903]

-5 squared is 25. 25 is not < 0.

[@FS-me8mj]

Bruh all the discrete math profs has been real quiet since these videos dropped.

[@凛-r3h]

13:48 Uniqueness Quantifier

[@user-rn6ei7rl2f]

Awesome teacher :)

[@clashlogs1854]

Thank youu sooooooooooooooooooooooooooooooooo much!

[@beehive7753]

what P(x) has a value like such as x = 3 and was given an equation x^2 + 1 is odd, which is false. How can you conclude then using the universal and existential quantifiers plss badly needs help

[@janviagarwal940]

soo good!!

[@asdfasdf-yv4vt]

...And Justice ∀

[@King_Baldwin_IV_777]

Thank you !

[@ganganijayathilake7178]

Thank you.

[@sizwenduduzongidi7233]

BRAVO!!!!!!!!!!!

[@odaigassan5330]

Thank you!

[@SawFinMath]

You're welcome!

[@taskeenfatima2933]

You actually saved my ass girl!!!

[@SawFinMath]

Glad I could help!

[@leonardocompres9027]

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[@SawFinMath]

Sure :)

[@Studygroup-ys3qq]

done

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I just all 80 videos was 1 big video

[@SawFinMath]

I bet your brain hurts!

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Wow

[@celsiusfahrenheit1176]

Me like

[@black_lionbox2074]

Determine the truth value of the following statements (∀x∈R)(√(x^2 )=x). (∃x∈R)(∃y∈R)(x^2+y^2=9). (∃x∈R)(∀y∈R)(x+y=7) please solve it

[@SawFinMath]

I don't complete homework for students

[@black_lionbox2074]

@@SawFinMath okay explain the question for simple understanding... Please

[@SawFinMath]

I explain how to do these types of questions in the videos.