"well there's the zero over zero, it's sort of like a hunting game, can you hunt down the zero over zero that makes this indeterminate form? i think this is great fun don't you think this is fun!!!!!!"
This is a nice explanation of derivative using limits which is very important to know in case you can't remember all those derivative tables. I did this problem by "converting" square root to x^(1/2) and then getting the derivative from that "dumbed down" rule of multiplying the x by his exponent and then reducing the exponent by one ((1/2)-(2/2)) which gives me: (x^(-1/2))/2 which is 1 over 2 times square root of x.
I LOVE YOU!!! No, seriously, as a 37 yo mom of 6 who is back into University Calculus, you are sure helping me out!! Thanks!
adesomer 3 days ago
"well there's the zero over zero, it's sort of like a hunting game, can you hunt down the zero over zero that makes this indeterminate form? i think this is great fun don't you think this is fun!!!!!!"
taylor520317 3 weeks ago
these videos are life savers!!!!
jacob11016 4 months ago
thankyou!
sufiyah13 4 months ago
He makes me feel like the 80's
canreader 4 months ago
Questions --> Quite simple stuff really compared to this, but...
sqrt(x^6)
1
---
X^3
Can you please tell me the derivative of these?
Melee2Kil 5 months ago
@Melee2Kil
sqrt(x^6): That becomes x^3 and the derivative is therefore 3 * x^2
Are the rest questions are just your version of the problem?
GrobeNuuk 4 months ago
@GrobeNuuk Thanks alot, the other one is 1 over X^3
Melee2Kil 4 months ago
@Melee2Kil
1/x^3 is the same as saying x^(-3)
So like before, using the exponential rule the derivative is: -3x^-4
Another way of writing that would be: -3 / x^4
GrobeNuuk 4 months ago
@GrobeNuuk Awesome, appreciate it.
Melee2Kil 4 months ago
thanks for the upload!
Vvalerka 5 months ago
You switched it to a plus sign?
GENIUS!!! It fucking worked! IT FUCKING WORKED!!! WHOOOO!!!
8644371 5 months ago
This is a nice explanation of derivative using limits which is very important to know in case you can't remember all those derivative tables. I did this problem by "converting" square root to x^(1/2) and then getting the derivative from that "dumbed down" rule of multiplying the x by his exponent and then reducing the exponent by one ((1/2)-(2/2)) which gives me: (x^(-1/2))/2 which is 1 over 2 times square root of x.
shadowC10ne 7 months ago
im not sure if this works, but, if we change y = root x to y square = x,
would it still work?
so I would end up with delta / (x+delta) square - x square on bottom ?
dogonskis 11 months ago
SO NEAT!!!
I LOVE YOU!!! MY PROFESSOR'S CHICKEN SCRATCH KILLS ME! ;D
NatalyInsanity 1 year ago
lol!! im gonna have a test on derivative in a couple of hours. this freaking helped me!! even my notes arent as clear as your explanation!
HiJaayD 1 year ago
@HiJaayD Glad our video could help!! Good luck on your test!
ThinkwellVids 1 year ago
fun vid I love your work
DeadLyQatar 1 year ago
Your sir are a great teacher! Thank you for uploading these videos always entertaining! and easy ( or easier) to understand. Thanks!
Partyywizard 1 year ago
yesss!!!
sjluvdance 1 year ago
@sjluvdance You are quick! I just uploaded it! Look for part 2, it's up now as well.
ThinkwellVids 1 year ago