I'm for sure glueing to this channel now. Awful I've been solving function inverse without actually knowing the full details of what I'm solving, the domain and the range,.
John, you are a patient teacher and very good at your job. I notice you do a lot of sketches of faces, perhaps there is an artist waiting in the wings.
Great work and simple explanation, however you repeat yourself a little bit and tend to deviate from your explanation, making the topic longer that needed. This should be a 10 minute video. Thanks for posting.
Hi John, for years I have struggled with math, but never got the knock of it, I am now holding out on you. The thing is, I do not have a computer nor a laptop. Can the course be done on my mobile phone. I await your reply.
What's a "function" and its "inverse"? Where and why is this stuff used in the real world? Please give a few examples...it would make math more palatable.
i've always hated this notation and terminology. Calling this inversion and using exponential notation for inversion when it's actually something very different is unnecessarily confising. I believe there was even a cursed math meme involving inverse and exponential trigonometric functions and the way various solvers like wolframalpha interpret them. In CS we talk about the reversibility of a function which is a better term but the exponential notation is the bigger problem.
keep in mind prime notation is written with apostrophe-esque marks, not a 1, as in raised to the first power. First derivative is n', not n^1. Second derivative is n'' not n^11 lol. Lots of different notations, but hard to see difference when being hastily handwritten, especially electronically lol
@@thalanoth Yes. I'm not fond of either of the parenthetical notations for the rice crispies derivatives, either. It's potentially three different meanings for parenthesis in the same equation with nothing to distinguish them.
I'm for sure glueing to this channel now.
Awful I've been solving function inverse without actually knowing the full details of what I'm solving, the domain and the range,.
15 minutes in until he actually teaches us. nice
John, you are a patient teacher and very good at your job. I notice you do a lot of sketches of faces, perhaps there is an artist waiting in the wings.
I have seen your steps John in a similar example, well explained
Thank you for teaching us☺
I don't take notes but I do understand almost everything I watch here on UA-cam
Makes sense if I should start taking notes
Great work and simple explanation, however you repeat yourself a little bit and tend to deviate from your explanation, making the topic longer that needed. This should be a 10 minute video. Thanks for posting.
Hi John, for years I have struggled with math, but never got the knock of it, I am now holding out on you. The thing is, I do not have a computer nor a laptop. Can the course be done on my mobile phone. I await your reply.
I want to sign up for your class, please advise
thanks!
Lmao i was wondering this entire video what f^-2(x) would look like
I could have used this video anytime before last Wednesday on 12/15/21 for math final.
Gabby, I'd hate to have you explain 1+1=2
What's a "function" and its "inverse"? Where and why is this stuff used in the real world? Please give a few examples...it would make math more palatable.
test is in 20 mins am i cooked?
f^--(x) =x--1/ 3
y=x-1/3
m kay
i've always hated this notation and terminology. Calling this inversion and using exponential notation for inversion when it's actually something very different is unnecessarily confising. I believe there was even a cursed math meme involving inverse and exponential trigonometric functions and the way various solvers like wolframalpha interpret them. In CS we talk about the reversibility of a function which is a better term but the exponential notation is the bigger problem.
keep in mind prime notation is written with apostrophe-esque marks, not a 1, as in raised to the first power. First derivative is n', not n^1. Second derivative is n'' not n^11 lol. Lots of different notations, but hard to see difference when being hastily handwritten, especially electronically lol
@@thalanoth Yes. I'm not fond of either of the parenthetical notations for the rice crispies derivatives, either. It's potentially three different meanings for parenthesis in the same equation with nothing to distinguish them.
@@protocol6 aw snap hahahaha
👋👋
omg he just talk n talk
Longwinded and confusing