Reducible Second Order Differential Equations, Missing Y (Differential Equations 26)

How so solve Reducible Second Order Differential Equations by making a substitution when missing the "y" variable.

[onemanenclave]

An entire, top-quality Differential Equations course online for free. What a time to be alive!

[IMadeOfClay]

Oooh new video. Here we go!
Btw, just so everyone knows if you watch an advert to completion and especially if you click an advert our wonderful Professor gets a little bit back :)

[LiftWithMo]

My favorite teacher of all times. You are the reason I passed Calc 1, 2, and 3.

[nadiatabassum]

Sir... your lectures are really very helpful for me... May GOD bless you more then that you deserve.

[joeyisho]

Incredible human being for doing this professor, thank you.

[alansvideoplex]

Prof Lenard gives the best explanations. Wish this was around 60 years ago when I studied Calc. Wish Prof Lenard would do a linear Algebra online course.

[WyrmholeWarrior]

Love your vids! Like how you take the time to explain everything in detail. Also, you are great at showing all your steps. Many teachers don't treat their students like beginners, and I find it frustrating when lots of hand waving is going on, but you really take the extra time to show your work, and it helps me understand a ton. Congrats on the new baby! Hope your able to crank out some vids in the next couple months. If you have any personal suggestions for another YouTuber who tackles this material I'd love to get your opinion. I need something to keep up with my class this semester. Thanks again! You're awesome!

[kevinayers]

Hi Professor Leonard, I'm really looking forward to seeing the lecture on 2nd order missing X variables and on what to do when both variables are missing. I'm currently taking the class right now and your content is pretty much the only stuff I fully understand. Thank you so much for you help.

[onemanenclave]

Professor, don't forget to put your patreon link on your description box.

[fasihussaini]

I hope exact equations are gonna come soon. Much love and prayers to Sarah and your family !

[overheadthealbatross]

POV: Superman teaches you Differential Equations in his free time

[massive.dynamic]

Sir your expressions are so understandable and your teaching technique is so good. Happy to discover your channel. The biceps looks good by the way :D

[andrejpoljakovic]

Hello Leonard! Man, I got to tell you, I saw the equation that you start at about 23:49 and I was looking at it and was like lets multiple all with x, so we get a chain rule on the left side. And like, okay, you will do the same, and then YOU DIDN'T! I was like professor Leonard, did I just saw something you didn't? I was so proud of myself for seeing that, and I had to write a comment on it. Thank you for doing all of these videos, from calculus 1, to these videos. I passed one subject because of you, and am preparing for the next one. It's a shame that you didn't do partial differential equations yet, but i'm really glad you did at least 1st order diff. eq. I hope you see this comment and maybe even reply, because I would really love for you to know that you help people all around the globe! Cheers from Serbia! :)
P.S: Sorry for the long comment professor, I tried to make it short but couldn't. Best of luck to you sir, and keep these videos coming. :)

[bernd]

Just getting into your calculus 1 playlist. Thank you so much!

[noelforde]

Professor Leonard looking ready to be on the set of scrubs.
Great vids, I would be failing and repeating semesters if it weren't for you. Thank you so much.

[shaheerrizwan]

You save my day sir
Great respect from Pakistan

[mdmirazulislam]

I wish all math teachers were as cool as Prof Leonard. Maths would have been way more fun.

[az_imagez]

Thank you Professor Leonard! This is a life saver.

[hdheuejhzbsnnaj]

We want Laplace! We want Laplace! Hurrah!

[ajlogan]

Simply amazing. Thanks a lot Professor Leonard.
MInd posting videos on AUTONOMOUS DIFFERENTIAL EQUATIONS Please