-...And then the fish shoot the kangaroo head in its mouth and destroy it! -Wow, thats so interesting! Anyway, my friends are here, go meet them! -Hi guys! Why are you in medical gowns? -We're from the Psychiatric medical facility №69, come with us please.
@mantask.9688 I don't think their current power source could support 2 lasers. They need to research a better power source before doing so. I think a rail gun that shoots like a shotgun is a good counter to the boomerangs. I think the ship shoots a plasma bolt like a star wars laser. A real laser would be invisible to us and we'd only see the turret turning and boomerangs exploding. Not sure why the kangaroos never bothered to invest in multi warhead boomerangs that split up with decoy boomerangs released.
@ashtimbog As a kid "These examples used in maths problems are silly, no one buys seventy bananas." Yet now as adults "The example used in this maths problem is alien kangaroos, of course, makes sense."
The most amazing thing about captain blubber is not the fact that he defended the empire's hellfire, nor the fact that he found a way to make his cannons into gatling guns, but how he got so many cannonballs on that dinky little ship
I'm a calculus tutor, and I'm going to use these videos to teach my students! Very well done!! I love your incorporation of fundamental physics and mathematical concepts in complex applications. Excellent animation as well. I look forward to seeing what you do next!
First example: yeah, very easy, very common, can be seen everyday (cannon aside) Second example: okay, not as common nowadays and a bit more complex to do, but still “realistic” (extreme cannonball barrage aside) Third example: W H A T I’m worried by how he’s using a present example (basketball), a past example (pirates and ships battle) and a supposed future example (the space kangaroos). Can you see the future and are you trying to warn us of what we’ll be facing? Our overlords?
well if you think about it, the third one is actually a present example as well. missile defense systems today likely run off something similar to what was described here.
Having come from the present, I find it extremely funny how when the kangaroo overlords run out of space boomerangs they resort not to a technological marvel, but to the classic "raw chicken in salad" gun
Wow not only did you explain math in a way that is easy to understand, you have great animation abilities as well and obviously coding knowledge. You're going places man.
Genuinely curious; you state that a general equation for solving for the unknown variable (t) only exists in polynomials that have 4 or less degrees. Why did you reduce your 6th degree polynomial all the way down to the first degree? Why not settle for those general equations of the 2-4th degrees? Additionally, is it quicker to reduce it all the way down to the first degree or is it computationally quicker to not take the derivative 5 times?
its definitely possible to stop at the 4th degree or the 3rd even, but those formulas are extremely long. The 4th degree equation has around 100 instances of its coefficients in it, just for one x-intercept...
@b2stud Ah ok fair enough, it's just a coincidence that I was teaching myself polynomials a few hours earlier, wanted to see if there was a reason it wouldn't apply lol
Ok that ending battle actually was fucking hype as shit. Reminds me of those anime where the mc is waaaay under powered but uses his smarts to out maneuver or out wit the enemy. Fucking banger of a video right here
I ADORE the animation in this! This is actually a really good explanation of this stuff, and is very entertaining to watch even if you don't really get any specifics.
This has to be one of the coolest videos i have ever seen! Cant believe you dont have a bigger audience. Im really intrigued by simulations like this, especially with AI like the one you showed in the other video with the fish that had to survive. Can i ask how or where you make those? I would like to try to make some myself. Thank you
6:52 for anyone who was confused a derivative is the slope of its function at 2 points so infinitely close together they form one point. The reason a derivative’s x-intercepts coincide with peaks and valleys of it’s parent function is because a line perpendicular to the peak of the parent function has a slope of 0, or a horizontal line.
Really liked how you broke down the solving of higher order polynomials!! I was trying to figure out how you guarantee finding a solution but differentiating it is clever! 🔥 10/10 will watch again
Just finished watching a numerical methods lecture video for college and now seeing root finding methods was a strange crossover between school and fun
the video and it's style seem simple, but it's got a lot of subtle details that just pull the whole thing together, great stuff, cant wait for the next video!
Honestly when i saw the btd6 vid i knew this channel would be great, but i never anticipated this level of complexity mixed with dumb pirate jokes. This channel is an honest to god gold mine only 3 vids in
It's really awesome that you not only created this video, but also provided a white paper that goes more in-depth into the process! Thank you for the great content!
I was not expecting to watch probably the best visualization of calculus I have ever seen. Watching this makes math make so much more sense to me. Thank you
The explosion model for tracking moving projectiles immediately made me think of Israel’s “iron dome” for intercepting rockets. The explosion model looks like a dome. I would assume they’re using similar maths there?
I stumbled onto your channel and it’s a freaking gem bro. Just sad there wasn’t more content for me to binge haha. Keep up the good work and I’m looking forward to future videos!
Imagine trying to describe the end to someone
-...And then the fish shoot the kangaroo head in its mouth and destroy it!
-Wow, thats so interesting! Anyway, my friends are here, go meet them!
-Hi guys! Why are you in medical gowns?
-We're from the Psychiatric medical facility №69, come with us please.
WE ARE THE KANGAROO OVERLORDS, SURRENDER NOW YOU BASTAARDS
I gotchu: “if you know you know 😉🧐😅”
I skipped to the end because of this comment and I'm so fucking confused
Star fox but with a kangaroo as the final boss
"And our fish only have a single cannon to defend themselves"
I think you forgot the fact that the cannon has maxed reload and firing speed
when you forgot your minigun so you use the next best thing
@mantask.9688 If you think about it, this is a CIWS. Which is a point defense mini gun.
@addisonchow9798 jeez i wonder if they got 2 laser guns
@mantask.9688 I don't think their current power source could support 2 lasers. They need to research a better power source before doing so. I think a rail gun that shoots like a shotgun is a good counter to the boomerangs. I think the ship shoots a plasma bolt like a star wars laser. A real laser would be invisible to us and we'd only see the turret turning and boomerangs exploding. Not sure why the kangaroos never bothered to invest in multi warhead boomerangs that split up with decoy boomerangs released.
@addisonchow9798 they spent too much on the paint job
As a kid, "Why would someone buy seventy bananas?"
As an adult, "Ah yes, the alien kangaroos."
😂
what does this mean
@ashtimbog As a kid "These examples used in maths problems are silly, no one buys seventy bananas." Yet now as adults "The example used in this maths problem is alien kangaroos, of course, makes sense."
XD
Perfect sense, I find no flaws in this logic!
The most amazing thing about captain blubber is not the fact that he defended the empire's hellfire, nor the fact that he found a way to make his cannons into gatling guns, but how he got so many cannonballs on that dinky little ship
his crew makes them pretty fast
his crew makes? crew makes. crewmakes. crewmates. among us
@DroneVaporized
Holy Hell.
@alip1x sussy 😳
@alip1x JELLY BEAN POWER, ACTIATE
You can’t say you can skip to 1:54 for no math and then show 2 million basketballs go in the hoop at a similar time without expecting me to go back
it was all part of his plan to force you to see the maths
I'm a calculus tutor, and I'm going to use these videos to teach my students! Very well done!! I love your incorporation of fundamental physics and mathematical concepts in complex applications. Excellent animation as well. I look forward to seeing what you do next!
So in other words you're a professional 🤓??
may need some *slight* censorship because of the single use of "fuck it"
@thesun5275 meh, I tutor mainly high school and college students, so I’m sure they won’t care
Ur a tutor? Ur named gamer of gaming games bruh
@wb7551 yeah, outside of education I like games! The duality of man
"...bad news for our fish who only have one laser cannon" The laser cannon: LASERS GO BRRRRR
I hope this channel grows to millions of subs. So much effort put into these videos
I absolutely love making them
@b2stud got a patreon yet mate?
@mitlanderson I don't
@mitlanderson well guess what
@EntergeticalakaBot oh?
First example: yeah, very easy, very common, can be seen everyday (cannon aside)
Second example: okay, not as common nowadays and a bit more complex to do, but still “realistic” (extreme cannonball barrage aside)
Third example: W H A T
I’m worried by how he’s using a present example (basketball), a past example (pirates and ships battle) and a supposed future example (the space kangaroos). Can you see the future and are you trying to warn us of what we’ll be facing? Our overlords?
well if you think about it, the third one is actually a present example as well. missile defense systems today likely run off something similar to what was described here.
@attyy probably the 2nd and the 3rd
As someone who lives in the land of kangaroos: you should be very afraid.
@attyy I too am from the land of kangaroos and if it wasn't for our fishy friends we wouldn't have made it this long
"You see, there are these space kangaroos, and they are fighting a few space fish, and-" "Are you on meth?"
5:04 spore space stage
Somehow I watched 8 minutes of math without feeling exhausted afterwards, nice
Thid is how you know it's a good video
i gain strength from math
I found you off your bloons video and that video had quality. And now I just finished this quality video. Keep up the great work!
This is like the the third time I've watched this and I JUST noticed that the hoop is destroyed by the explosion at 0:42
I’ll be honest, I forgot who you were but I’m glad RUclips notifications reminded me
glad I could remind you :P
7:51 I love how the turret just flails around firing like a god
The music makes it even better
Firing like a god? New deity: anti-boomerang cannon
This is footage of point defense in Stellaris
@overloader7900 btw what is the song?
@xxizcrilexlxx1505 asgard by freq36
"Imagine an explosion went off the cannon" *nuke*
Having come from the present, I find it extremely funny how when the kangaroo overlords run out of space boomerangs they resort not to a technological marvel, but to the classic "raw chicken in salad" gun
This channel is gonna blow up. Then i can proudly say ive been a sub since your first video 😎
*2
@delicioushomemadestrawberr8730 well this would be the third technically, but ive been subscribed since his first video.
Same
Pro
same x4
Why doesn't Lebron just use this? It's obvious that he is currently defenseless against the kangaroos.
Never enjoyed hideous math problems so much in my life. Those animations were delightful.
like a teacher telling a math student that cows are not spherical, i jokingly shouted out "WHAT ABOUT WIND" at 0:33
Cows are spherical?
holy cow that was one of the best videos i've ever seen dude
Facts
I like how this is actually something that could be practical. Great video for explaining the uses of solving quadratics+ and some cool motion stuff.
glad you liked it!
0:45 the explosion destroying the other hoop is the funniest thing ever
Wow not only did you explain math in a way that is easy to understand, you have great animation abilities as well and obviously coding knowledge. You're going places man.
I need to get a program to do this with cannons from create: big cannons
The explosion example seemed like a bit of a weird way to explain it at first, but then you explained how powerful it can be.
Start: How can we make a basketball shooter that never misses?
End: *space kangaroos*
1:00 goodbye secondary hoop
Man just made a 16th century C-RAM.
Like how you've put the canons in a way that they are showing smile faces in the air :D nice easter egg 1:42
Nice egg
The fact, that he was mostly drunk doing this, makes sooo much more sense😂 i love it
Genuinely curious; you state that a general equation for solving for the unknown variable (t) only exists in polynomials that have 4 or less degrees. Why did you reduce your 6th degree polynomial all the way down to the first degree? Why not settle for those general equations of the 2-4th degrees? Additionally, is it quicker to reduce it all the way down to the first degree or is it computationally quicker to not take the derivative 5 times?
its definitely possible to stop at the 4th degree or the 3rd even, but those formulas are extremely long. The 4th degree equation has around 100 instances of its coefficients in it, just for one x-intercept...
it might be quicker than reducing to the 1st degree, but it's very easy to get the formulas wrong
@b2stud why not just factorise the polynomials to the point where its trivial to solve via null factor law?
@patrickbaker7014
That's a perfectly fine way of doing it as well, I think the Jenkins-Traub algorithm does exactly that.
@b2stud Ah ok fair enough, it's just a coincidence that I was teaching myself polynomials a few hours earlier, wanted to see if there was a reason it wouldn't apply lol
Props to the pirates who reloaded all the cannons to make it able to fire like miniguns
Ok that ending battle actually was fucking hype as shit. Reminds me of those anime where the mc is waaaay under powered but uses his smarts to out maneuver or out wit the enemy.
Fucking banger of a video right here
Nobody:
Captain Blubber: SLAP
5:06 when you die
imagine sitting on your ship watching a bunch of pirates shoot your cannonballs out of the sky
jackass animation style beloved by ALL. WE LOVE YOU!!!!!!!!!
Alright, now this is better than Star Wars
I ADORE the animation in this! This is actually a really good explanation of this stuff, and is very entertaining to watch even if you don't really get any specifics.
"You can't explain the iron dome with special relativity(light cones/"explosions") without mentioning the iron dome or special relativity "
b2studios:
This has to be one of the coolest videos i have ever seen! Cant believe you dont have a bigger audience. Im really intrigued by simulations like this, especially with AI like the one you showed in the other video with the fish that had to survive. Can i ask how or where you make those? I would like to try to make some myself. Thank you
I make most of it in Unity, which is a game engine but it's extremely flexible. Thanks for the praise!
The math gameplay: 2+2=4
The math advanced gameplay:
Your videos should be in our physics class
1:56 how do you manage to give a basketball hoop prolapse 💀
8:14 Can't belive i laughed so hard at this thing
Did this man just teach us the basics of military fire control systems?
2:32 good old scream
The space alien kangaroo painted their ship in australium
5:21 nah with the fire rate demonstrated at the end by both sides I think they’ll be fine
It's very trippy seeing the cannonballs of the distance be larger than the ones closer up.
This is genuinely one of the best channels on RUclips.
So that's why they call it a firing solution
Decent animation, great explanation, and colorful humor? Yep this is gonna be the few RUclipsrs I’ll have my notification bell on for!! Awesome video
Man, I wish I was as good in physics as much as I love it
It's so cool seeing the logic of the formulas being something so basic
Really awesome video ejoyed watching it you are really good at teaching math hopefully we get to see more videos like this
Empire gets the enigmatic decoder (2427 Stellaris) colorised
Look at the back of the boat at 4:46
what if the boomerang can change its acceleration in response to the path of your projectile?
1:29 Uh as if the entire thing isn't math already
u can predict the unpredictable with the last equation.. my life is.. now.. predictable?..
6:52 for anyone who was confused a derivative is the slope of its function at 2 points so infinitely close together they form one point. The reason a derivative’s x-intercepts coincide with peaks and valleys of it’s parent function is because a line perpendicular to the peak of the parent function has a slope of 0, or a horizontal line.
"a line perpendicular to the peak of the parent function has a slope of 0, or a horizontal line."
*tangent
perpendicular would be infinite slope
Really exemplifies how important sound design is.
Really liked how you broke down the solving of higher order polynomials!! I was trying to figure out how you guarantee finding a solution but differentiating it is clever! 🔥
10/10 will watch again
I'm glad you enjoyed it!
Kinda a super advanced APS lol
6:07 oh god
This is too complex
Just imagine stories of the cannon defense in irl that would be hilarous
This video was an absolute educational and comedic masterpiece from start to finish. Bravo
I don’t even know why but I have watched this video like 10 times but still come back from time to time just to watch it again.
Happy your channel wasn’t a one stop spot on btd6, you made an amazing video here and it has boundless potential for more
I subscribed the second the captain said "ah fuck it"
This is actual one of the best videos I have seen, great visuals for anyone watching just cuz they want to watch, also funny
This is the best maths educational content I ever seen.
This is fantastic please keep creating you are so good at every part of this! So entertaining!
Just finished watching a numerical methods lecture video for college and now seeing root finding methods was a strange crossover between school and fun
Already your one of my favorite content creators
You managed to make complex math entertaining!
the video and it's style seem simple, but it's got a lot of subtle details that just pull the whole thing together, great stuff, cant wait for the next video!
I appreciate you!
These examples are incredible
Honestly when i saw the btd6 vid i knew this channel would be great, but i never anticipated this level of complexity mixed with dumb pirate jokes. This channel is an honest to god gold mine only 3 vids in
The fish went godmode.
It's really awesome that you not only created this video, but also provided a white paper that goes more in-depth into the process! Thank you for the great content!
Cool, I wish I could actually apply this in school
Amazing video! Wasn't expecting this to be you're second video, but damn I sure did enjoy it!
I was not expecting to watch probably the best visualization of calculus I have ever seen. Watching this makes math make so much more sense to me. Thank you
The explosion model for tracking moving projectiles immediately made me think of Israel’s “iron dome” for intercepting rockets. The explosion model looks like a dome. I would assume they’re using similar maths there?
this is some kickass content dude, keep up the great work!
This channel is so underrated, very funny animations
Probally the absolute best computer science video I have ever seen awesome work
Thank you kind sir
This animation was top tier
i love the fish returning from the bt6 video. it would be hilarious if these example became recurring little characters/plots for any future videos
Seems we think alike my friend ;)
*foreshadowing intensifies*
This channel is criminally underrated.
Keep up this amazing work, and your channel might hit the jackpot in the youtube algorithm. Maybe it already has...
Once again, we will watch your career with great interest.
I stumbled onto your channel and it’s a freaking gem bro. Just sad there wasn’t more content for me to binge haha. Keep up the good work and I’m looking forward to future videos!
Me too! Glad you liked the content :)
I feel bad having to know the fish had to die once first in order to analyze the path the boomerangs would take
This was a fantastic vid well done! definitely make more if your not already getting enough praise
"This is captain blubber" *slap slap*
I’m curious about 7:00 where you mention finding the roots to a certain precision using a binary search method. Would Newton-Raphson not work instead?