Basics of Calculus (5 of 5: Locating a tangent)

[@sudarshankj]

I have been following the entire Inroduction to Differentiation playlist. Thank you for putting this all together for us. You are a true master!

[@chloefong3031]

you literally explained everything from a to z. even the things that i thought didn need an explanation, and you really just enlighten me. your lectures are edifying

[@ExileDriver]

Eddiefying?

[@harshitjoshi3082]

I am extremely grateful to you !!!! These videos are so comprehensive so good the explanation are intuitive and easy to follow ❤️ You give attention and time to all students. you are perhaps the best teacher I have every came across. Love and best wishes from India 👋

[@hganeshniranjanrao8754]

Respected Sir, am Ganesh from India. Sir, you are by the far the best Mathematician i have ever come across. The simplest way of ur explaining topics to the pupil it's just awesome. Thank you

[@dipeshnarkar6887]

He teaches better than my engineering mathematics teacher😅

[@shauryaagarwal4556]

Hey man, I am from India too!!

[@shauryaagarwal4556]

@@dipeshnarkar6887 Is this taught at college... I thought it was more like +2 level...

[@dipeshnarkar6887]

@@shauryaagarwal4556 Maths is always involved in engineering indirectly.

[@dipeshnarkar6887]

@@shauryaagarwal4556 Also the +2 system is going to end soon hopefully

[@marbin1069]

Eddie, I just enjoy watching you enjoying so much while teaching your guys.

[@numodumo6094]

Hi Mr. Woo, you are an amazing teacher. Thank you for making maths, and most importantly calculus, fun and exciting for me.

[@venkatsaketh8019]

Sir, You are the best Mathematician I have ever came across.

[@Noname-se3sq]

I wish if I had such a caring and a professional teacher like Mr.Woo

[@steelistheunworthy6534]

My school's math curriculum has been pretty dry these past few years, so I decided to learn this ahead of time! Thank you for rejuvenating my interest in math

[@priyalkhurana9763]

Is there any follow up video after this one?

[@emiloberg2110]

what did you use to find the equation for the tangent?

[@m.h.6470]

y - y1 = m(x - x1) x1/y1 -> known coordinate points of the tangent in question m -> gradiant of the tangent in question clean up for the actual equation.

[@profboucif]

Good Teacher 👍👍👍

[@userBBB]

I have a hard time trying to figure a way to remember f(trig functions) = ? and integrals of all these functions

[@harshitjoshi3082]

Me too lol

[@TheFarmanimalfriend]

m=y/x --> 12/2 --> 6 not 7! Why does the derivative return 7❓

[@marzipug5439]

You are calculating the gradient of a line going through the origin and point (2,12), instead of the tangent of the function at that location. (He uses a derivative function to find this tangent in the video, which is how he reached a value of 7). These two functions will only give the same result for a linear function, (or at very specific value(s) on a non-linear function).

[@poiesh]

May I ask a question: When do pupils in Australia learn this topic? What age and what orientation have they choose to be able to study this math?

[@finnmacpherson7592]

yr 11-12 so 16-18

[@poiesh]

Finn Macpherson Thanks, so it’s the same age as in Sweden. Just checking.

[@harshithvdn1449]

@@poiesh we learn calculus at same age in india too..

[@muhtadilaskar7650]

You are the best

[@suhani8797]

Thank for you for your perspicuous explanation. Regards.

[@TheNikos333]

Thank you

[@csirnetgeniusmathematics4743]

can we find for any function

[@marzipug5439]

Yes, it will work for any non-linear function.

[@musicfarhination2576]

أستادي اتمنى ان تقوم بترجمة مقاطعك بالعربية فأنا أعشق الرياضيات

[@yousefghanem5108]

Can u translate this in Arabic for all your middle Eastern viewers? Would really appreciate it😀

[@churchers]

Am I the only one who has no idea where the y-12... equation came from for the answer to iii?

[@rmela4501]

Slope of line is m=(y2-y1)/(x2-x1)...cross multiply to get y2-y1=m(x2-x1)...if you have slope, m, and a point (x1, y1) you can plug in all three values into that equation and get an equation for a line in the form y=mx+b, with b being y-intercept.

[@daviddarden5193]

A grilled cheese with bologna is so good y'all.

[@lucid_]

It really is

[@ioangroza98]

Can i go to the toilet?

[@noahwong7939]

Why are you not my teacher?

[@itachi6336]

You Aussies still at school???

[@piggo5645]

This was on the 28th of May as shown in the top right, he just uploaded it later

[@michaelkerr2893]

Its winter in australia