@Niceboy-uw5ni

For people who arnt in college basically Newton once said if the apple falls why dosn’t the moon fall and he discovered that the moon follows a trajectory of the earths gravitational pull

@jackoremus2438

Pretty crazy but makes a lot of sense 🤯

@BibhavDas

This was my one minute well spent.

@pranjalramola5956

Make more such videos on  topics of calculas. Will be a really good motivation before studying the topic

@EpperlyNotes

Awesome video!

@momoz74

For me the best way to understand it is in terms I am familiar with. I look at a function, any function, as a position function. At time x the distance will be f(x). In that case the first derivative of the function is the speed of the object on it's trajectory. Momentary rate of change in distance is exactly that - speed. It's second derivative is the acceleration and acceleration is in fact the  momentary rate of change in speed of an object.

@Amberian115

Everyone is a Calculus lover until the exam arrives.

@70mavgr

It took me a whole summer of extra tutoring before i finally started grasping calculus. I just couldn't come to terms with infinity leading to tangible, measurable results.

@DoctorHemi

That was a 1-minute intro to differential calculus, now you need a similar video for integral calculus. ;-)

@KAAAAALEB

As someone who has been teaching myself calculus for funsies this helped a lot

@CorpyWilliam

I go back every now and then to this video and every time I get more calculus knowledge, the more I get it and the less I scratch my head over it.

@jboremus

Isaac Newton got that dawg in him

@OmnipresentPotato

I thought that this introduction to calculus was given before every calculus course? I mean, how can you solve it if you don't understand what you're doing

@animatexpeco

How tf did my money spent on school didn't top this free 50 second short????

@Bossman-z5z

Damn bro you are so great at explaining. Make this videos on different types of topics in math and physics. You have my respect and my subscribe 😅

@droy08_INDIA

It reminds me of projectile motion and that 1 min was really helpful.

@SumRandumbGi

Man I thought this was Celsius at first and was so confused

@krazykillar4794

Oh my god I can't believe you just explained that to me.
I know what a derivative is now !

@vinayaksharmaclass7thcroll832

This is the best 1 min. Video i've ever seen

@aaadi1890

now this is what i like