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#0612 #0612_TV #nerdfirst #nerdfirstnet #nerdfirst.net #atan #atan2 #programming #computer_science #algorithms #mathКомментарии:
thank you so much I've looking in how to do it for so much time!!!
Ответитьthank you so much! very helpful!
ОтветитьThank you. Was trying to understand this, in surveying I use Arctan x/y, because of 0 degrees being north, then we go clockwise instead of counter clockwise.
I was using Arctan in excel with if statements to choose the quadrant given the signs.
Now I can use =ATAN2(deltaN, deltaE) and I will get the same result. I have set up an IF statement if the angle is less than 360 to add 360, otherwise it is the correct angle. Works well.
Thank you for helping me visualise the unit circle and relate it to the compass bearings we are used to after using them for so long.
Great explanation, keep up the good work!
ОтветитьThanks man. I keep coming back to refer this video 😊
ОтветитьSimple but Profound! Thank you! :)
ОтветитьBruh thank you. Finding the angle between two points is super useful,
Ответитьgreat job!
Ответитьgreat information. 😎 Thanks.
ОтветитьThank you. Such a Chad.
ОтветитьThank you. It finally makes sense :)
ОтветитьLegend.
ОтветитьI confuse atan with atan2 haha. Thanks for the vídeo
ОтветитьWish I knew this few years ago lol
ОтветитьIt's helpful. Thanks a lot
ОтветитьThank you great video very helpful. I was wondering if I were to use a calculator to find the answer what would I insert? because as you know the simple tan-1(y/x) wouldn't give the right answer for quadrants 2 and 3
ОтветитьI didn't quite get the wikipedia explanation but this was easypeasy to understand thanks!
ОтветитьVery helpful video!! small question: Why don't we just use atan2 all the time since it's so much better than atan?
ОтветитьThank you, man!!!!!!!!!
ОтветитьThanks man
ОтветитьBeen using it, but never quite understood why. Great vid!
ОтветитьI almost lost my mind to figure out WTF is Atan2, and you just saves my day!! Thank you so much!!!!
Ответитьthank you sir!
ОтветитьVery very well explained! Thanks!
ОтветитьThis was brilliant. short, simple. to the point. giving basic understanding of Atan originally and then comparing and the use of diagrams
ОтветитьFantastic video. So well done. Thank you!
ОтветитьThank you, for really nice explanation :D
ОтветитьIt's very concise and easy to grasp. I was googling atan2 but I was bombarded with lots of technical jargon. Great job!!
Ответитьlol sitting in a coffee shop called Well and Good (a phrase you said in the video). Glad you made this, helped.
ОтветитьIt helps me to find out more what iam doing now. Thanks
Ответитьbrother in my game after get value from atan2() i need to get negative of atan2() like angle = - atan2(y,x) why that happen ?
Ответитьa concrete example would have been nice
Ответитьsimple and clear. Thank you. mozambican from Brazil.
ОтветитьMost of the early years of programming is just discovering some guy or gal in the 80s or 90s figured out the solution to the problem you're working on and game development is no exception.
ОтветитьThis was exactly what I wanted to find when I searched mathf.atan2
ОтветитьThanks man, it was very helpful 👍
Ответитьcommenting to feed the algorithm because this helped me understand the function a lot better :)
ОтветитьThanks man i really needed this
ОтветитьGreat explanation!! Thank you!
ОтветитьThank you soooo much,
my robotics teacher didn't make me understand!
at times you sound just a little bit like rayner teo
ОтветитьRoses are red
violets are blue
There's always a Asian better then you
wait , I'm also Asian 0_0
like
ОтветитьPerfect explanation, thanks!
ОтветитьGreat video. Thank you!
Ответитьthis is extremelye helpful, especially when your teacher doesnt understand code himself so you gotta figure things out to pass
ОтветитьThank you for this excellent video. Having just seen a program using atan2() and a bunch of coordinate calculations, I had no idea what it was doing. This video summed it up perfectly.
ОтветитьI just noticed that there are a number of webpages devoted to the question: Why aren't there asin2() and acos2() functions? After thinking a bit about it, I realized that this is because atan2 relies on the value of atan(y/x) along with the signs of x and y. But this task can also be accomplished by using asin(y/sqrt(x^2+y^2)) or acos(x/sqrt(x^2+y^2)) along with the signs of x and y. So the function could have been called something like angle_finder().
ОтветитьThe sad thing is that many people have extensively used functions asin, acos and atan but are still unaware of the existence of atan2.
ОтветитьThank you for this nice video!
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