Комментарии:
how about x cubed
Ответитьthis dude has a video for everything
ОтветитьThis much easy😲?
ОтветитьThe best,
Thank you! :D!
Great & best teacher for us🔥
Ответить🇰🇪 Thank you
ОтветитьNo words can express how your explanation is stuck in my mind
ОтветитьMR. Organic Chemistry Tutor, thank you for solid explanation of the Horizontal Line Test and One to One Functions and its impact on inverse Function.
ОтветитьHello sir
Sinx can't pass the horizontal line test but it inverse exist how
You're the Besttttt♥️♥️♥️♥️
ОтветитьDamn 🙏🏿🤝
Ответитьsana all naintindihan yung math
ОтветитьThank You very much
ОтветитьDoes it matter where you place the horizontal line at?
ОтветитьSome of those fail the VLT (vertical line test) which would make them not a function at all, correct? (Like the example with the circle)
ОтветитьThank you Mark Wahlberg
ОтветитьFirst what is one to one function, I am here for that
ОтветитьAre you a chemist? A mathematician? A physician? You know everything ❤️
Ответитьnice content. I got 1 comment tho: you shouldnt draw arrows at the end of every line, only to the end of abscissa and ordinate, because the arrow shows that the values increase in that direction. And it is really bad to draw arrows on functions... sorry, had to say it, it is a fundamental mistake. (i know i know, this is not the point of the lecture but still). cheers.
ОтветитьThanks.
ОтветитьOne to one function, onto function, and one to one correspondence??????please
ОтветитьBest maths teacher
ОтветитьExcellent explanation
ОтветитьG 142
ОтветитьI appreciate you
Ответитьit helps me a lot, thanks.
Ответитьhow does dis dude got 2.4 million subscribers and has this many views...? im like confused at dis point
ОтветитьReally simple 10qsss a lot
Ответить한국어 자막 줬으면...
Ответитьكفو والله 👏🏼
ОтветитьHi alel
ОтветитьStrongly Recommended!
ОтветитьWhat if the graph passes the horizontal test but fails the vertical test will we have a function or just the inverse ?
ОтветитьAre horizontal lines a one-to-one function or not?
ОтветитьYou should do a surjective injective or neither video
ОтветитьOne to one is Function
Many to many is Relation
One to many is Relation
Many to one is function
நன்றி நண்பா
Ответитьthank you so much
شكرا جزيلا لك
çok teşekkür ederim
what does the phrase "one-to-one" refer to?
ОтветитьYou are wrong for a function to be invertible it should be both one to one and onto
ОтветитьThanks this video help me :)
ОтветитьI like Your voice can u marry me 🥰
Ответитьso if it touches the horizontal line test more than once, not a 1-1? yes, i did watch the video, i just like reassurance cus my college exam is tomorrow and i didnt understand this for quite some time..
ОтветитьThankssss :))
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