I'm en route to my engineering program thanks to this man. I used to watch his math tutor dvd videos when i was in the military over 14 years ago dreaming of when I could use these. The dream is becoming reality. Thank you Jason.
This was great. I always thought you had to be smart to understand this stuff. You don't. You just have to find someone who actually is smart to explain it right. Then almost anyone can understand it.
This was very helpful! I'm working my way through a book right now that's all derivations of inverse trig functions and it's maddening. Like where the hypotenuse is 1, another side is x, and the third side is the square root of 1-xsquared. So a lot of it is going back to previous identities (like angle sum and diff). This video definitely helped me compartmentalize all that in my head a lot better so, thank you. If you have any other videos on inverse trig functions and I'm just not seeing them, please let me know!
Hey! is there Chemistry vol 6 course in the future? some important lessons aren't in the 5 vols of chemistry course and I really like the way you simplify the lesson.
Wouldn't it be advisable to indicate that the solution of the ArcSin, for example, lead the solution with a notation that it is an angle. Such as a angle symbol. Avoid the mistake that it not be recognized as an angle solution.
What about angles that aren’t perfect on the unit circle? How can we calculate that without punching it into the calculator and getting an answer? Like arcsin of 4/7?
For an inverse function to be defined, there should be only one unique out for each input. Eg sinπ/6=1/2 and sin5π/6=1/2, these have same the output. Hence no inverse function in the 2nd quadrant. Similarly with the 3rd and 4th quadrant.Right? Is (sinx)^-2=1/sin^2 ? We prefix inverse functions with arc . Does it mean, it refers to some particular portion of the unit circle rather than entire circumference? An advice is on the air and noise as well. It is up to us to pick the nice one and not noisy. An advice could shape our life, like the principles do.
Yes it’s tricky. I advise to watch this lesson several times to absorb it all. The bottom line is that for ArcSin to be a 1-to-1 function, we must restrict the angles it can return. If we didn’t do that then it couldn’t be a function at all. So yes they are functions after all!
I'm en route to my engineering program thanks to this man. I used to watch his math tutor dvd videos when i was in the military over 14 years ago dreaming of when I could use these. The dream is becoming reality. Thank you Jason.
The fact that you take time to explain topics in detail, is amazing. Thank you🙏
You are very welcome!
Great video on trigonometry. Always a tricky subject for students.
Thanks very much!
OMG my kid would not have survived precalc without your video and in depth and clear explanation .. thank you so much!!!!
Excellent explanation. Very rare to see someone explain topics in detail with so much of energy.
You’re a great man and teacher. I salute you.
This was great. I always thought you had to be smart to understand this stuff. You don't. You just have to find someone who actually is smart to explain it right. Then almost anyone can understand it.
Thank You God Bless You Abundantly I must practice & Reread it
I'd love see and hear your explanation, thanks for helping me
great video!WOW!Mans knows his stuff.no wonder he explains nicely
This was very helpful! I'm working my way through a book right now that's all derivations of inverse trig functions and it's maddening. Like where the hypotenuse is 1, another side is x, and the third side is the square root of 1-xsquared. So a lot of it is going back to previous identities (like angle sum and diff). This video definitely helped me compartmentalize all that in my head a lot better so, thank you. If you have any other videos on inverse trig functions and I'm just not seeing them, please let me know!
Very clearly explained. Thank you very much, Sir
Excellent. Best explanation I've listened to on this subject.
THANK YOU FOR ALL THE EFFORTS THAT YOU DO FOR US
I know I can trust you to help me learn all of this. Thank you!
Hey! is there Chemistry vol 6 course in the future? some important lessons aren't in the 5 vols of chemistry course
and I really like the way you simplify the lesson.
Excellent, great teacher. Thank you...!
Thank you very much I appreciate your explanation.
this video has helped me alot
coz i dint know anything on inverse trig fns
love your vids, thanks
Thanks🙏 it was an excellent explanation
Sir, YOU ARE AWESOME!
Wouldn't it be advisable to indicate that the solution of the ArcSin, for example, lead the solution with a notation that it is an angle. Such as a angle symbol. Avoid the mistake that it not be recognized as an angle solution.
Very Good Explanation.
God bless you in Jesus name. It was definitely worth every second
You're such a rescue 🤗
Awsome job thank you sir❤🌹
Thank you so much!
IT IS A BIT FAST FOR ME TO GRASP ALL OF IT. REQUIRES REVIEWS...!!!
THANK YOU...SIR...!!!
At 6.20 in the case of arc tan.. The input should be -inf to +inf but on the board it is -1 to +1
You can make a timestamp by using the colon mark .
like this 6:20
Awesome content Mr Jason!!!
Thank you!
@@MathAndScience in America what class do they teach this
@@MathAndScience here India for jee it's in class 11 only
keep up the good work!
Exceptional.
What about angles that aren’t perfect on the unit circle? How can we calculate that without punching it into the calculator and getting an answer? Like arcsin of 4/7?
BINGO. It's all just chart memorization...
For an inverse function to be defined, there should be only one unique out for each input. Eg sinπ/6=1/2 and sin5π/6=1/2, these have same the output. Hence no inverse function in the 2nd quadrant. Similarly with the 3rd and 4th quadrant.Right?
Is (sinx)^-2=1/sin^2 ?
We prefix inverse functions with arc . Does it mean, it refers to some particular portion of the unit circle rather than entire circumference?
An advice is on the air and noise as well. It is up to us to pick the nice one and not noisy. An advice could shape our life, like the principles do.
Yes it’s tricky. I advise to watch this lesson several times to absorb it all. The bottom line is that for ArcSin to be a 1-to-1 function, we must restrict the angles it can return. If we didn’t do that then it couldn’t be a function at all. So yes they are functions after all!
@@MathAndScience I welcome your lessons sir,all coming nicely.
Thank you!
you're a grade saver!!!!!!
you are the best
Really nice video
THANK YOU
THANKYOU SO MIUCH
How to get this new course please reply
very helpful
Thank you sir. God bless you for your knowledge and teaching.
Sir, can you cover more college algebra? Thank you.
U r great sir
Will I see this in computer science
Thank you❤
@35:35 isn't Tan(+/- pi/2) broken at this point?
Yes... it shows Error on my calculator then begins anew.
Please what is the name of this math and science lecturer
Super
Where is this used in real life? Serious question no joke
In Calc class
🌻❤️
❤️💜
so its like= what division is to multiplication= what arcsin is to sin... wow thanks.
Yes!!
I'm so much interested anytime online with him
First!!!!!
Thank you!
Wwwwoowwww thank so much