Hey guys, I originally made these youtube videos to help my classmates before a Calculus 2 test that we had 3 years ago. But seeing how far it blew up really encouraged me! I've decided to upload more math tutoring vidoes to help you guys! I'll be sure to upload more math tutoring videos focusing on Calculus 1, Calculus 2, Geometry, Trigonometry, and Algebra. Thank you guys so much for all the love and support! I am so happy that I could help you guys! More videos coming soon, I promise.
You teach calc like my dad showed us in high school. We ended up getting a BIG head start, I didn’t even realize it at the time. I always preferred the straight forward method.
I'm majoring in biochemistry and my degree requires I take Calc 1 and 2. Currently in Calc 2 and all I can do is thank God for leading me to your videos. Your explanation and visual aids are a godsend. THANK. YOU for breaking the content down perfectly. Easy to follow and easy to understand.
Your channel is so underrated😩😩😩 I was about to hire tutor due to the exams next week...but you just literally saved me with your simple explanation of the material, thanks a lot!!!
oh wow i just noticed that! sorry about that! let me add a comment to change that so people dont get confused. anyways, thanks for watching! more math tutoring videos coming soon
Okay so i did it and I got 7.1558. So lets make y1 = f(x) = x^4, and y2 = g(x) = 2x^2. So first, since the rotating axis is y = 0.5. g(x) has a smaller distance to the rotating axis so r small disk is 2x^2 + 0.5. f(x) has a larger distance to the rotating axis so r big disk is x^4 + 0.5. So, When you set up (r small disk)^2, you get (2x^2 + 0.5)^2, which is 4x^4 + 2x^2 + 0.25. When you set up (r bigdisk)^2, you get (x^4 + 0.5)^2, which is x^8 + x^4 + 0.25. So when you do (r small disk)^2 + (r big disk)^2, you get x^8 + 5x^5 + 2x^2 + 0.25. So now, we have to find pi * the integral of x^8 + 5x^5 + 2x^2 + 0.25 from the boundaries 0 to 1. That is 7.1558.
hey guys so in the video i forgot to add:
r big disk^2 is actually 4x^4+8x^2+4..... I just missed the 2x^2 in the equation. sorry about that
Hey guys, I originally made these youtube videos to help my classmates before a Calculus 2 test that we had 3 years ago. But seeing how far it blew up really encouraged me! I've decided to upload more math tutoring vidoes to help you guys! I'll be sure to upload more math tutoring videos focusing on Calculus 1, Calculus 2, Geometry, Trigonometry, and Algebra. Thank you guys so much for all the love and support! I am so happy that I could help you guys! More videos coming soon, I promise.
You teach calc like my dad showed us in high school. We ended up getting a BIG head start, I didn’t even realize it at the time. I always preferred the straight forward method.
I'm majoring in biochemistry and my degree requires I take Calc 1 and 2. Currently in Calc 2 and all I can do is thank God for leading me to your videos. Your explanation and visual aids are a godsend. THANK. YOU for breaking the content down perfectly. Easy to follow and easy to understand.
You have no idea how helpful this vid was!! Looking forward to more vids from you so I can *hopefully* pass my class lol
Your channel is so underrated😩😩😩
I was about to hire tutor due to the exams next week...but you just literally saved me with your simple explanation of the material, thanks a lot!!!
Your explanations are great! Thanks for this
welcome! more math tutoring videos coming soon
Thanks a lot you saved me God bless you
TANKOANO Bérenger yes God bless! So happy to see people that love God!
thanks! more math tutoring videos coming soon
Thank you so much !!! I was having a really hard time understanding when to use washer and disk
Im so happy i could help!! No problem!! Feel free to check out my channel for more calculus/college math tutoring help. More content coming soon!
thank you sooo much for these videos about volumes of solids of revolution, they are great!!
Glad you like them!
r big disk^2 is actually 4x^4+8x^2+4! GREAT VIDEO! I understand this so clearly now mg thank you!
you just missed the 2x^2 in the equation
I just got to that part as well lol, your right!
oh wow i just noticed that! sorry about that! let me add a comment to change that so people dont get confused. anyways, thanks for watching! more math tutoring videos coming soon
Good way of thinking. Thank you
Thanks so much!! Feel free to check out my channel for more calculus/college math tutoring help. More content coming soon!
THANK YOU SO MUCH DIDI
You're welcome 😊! And thank you too!
Great work❤
Wow you are so awesome!!! Good job girl! You helped me pass this test with a 95!!
P Feliciano LOL SAME! I got like a 90
Yeah tbh this was the best video ever created
P Feliciano welcome! happy to help. more math tutoring videos coming soon
@@jazminee3601 thanks! happy to help. more math tutoring videos coming soon
u saved my calc 2 exam :))
Im happy to hear that! Thanks!! Feel free to check out my channel for more calculus/college math tutoring help. More content coming soon!
Also can you show a full view of your notes at sometime for screen shot purposes? 💕
no problem! i have more math tutoring videos coming soon, i'll be sure to do that in later videos
thank you so much bestie
Haha no problem bestie! Feel free to check out my channel for more calculus/college math tutoring help. More content coming soon!
thank you
sm!
Good explanation. Thank you.
welcome! more math tutoring videos coming soon
THANK U THANK U THANK UUUUUUU IYSM FOR THIS VID
Pls.if the region bdd. by x^4 , 2x^2 ;
[ 0 , 1 ] rotated around y=0.5 . What is the Volume?
I will look back into this and respond
later with results once I solve the problem myself
Okay so i did it and I got 7.1558.
So lets make y1 = f(x) = x^4, and y2 = g(x) = 2x^2.
So first, since the rotating axis is y = 0.5. g(x) has a smaller distance to the rotating axis so r small disk is 2x^2 + 0.5. f(x) has a larger distance to the rotating axis so r big disk is x^4 + 0.5.
So, When you set up (r small disk)^2, you get (2x^2 + 0.5)^2, which is 4x^4 + 2x^2 + 0.25. When you set up (r bigdisk)^2, you get (x^4 + 0.5)^2, which is x^8 + x^4 + 0.25. So when you do (r small disk)^2 + (r big disk)^2, you get x^8 + 5x^5 + 2x^2 + 0.25.
So now, we have to find pi * the integral of x^8 + 5x^5 + 2x^2 + 0.25 from the boundaries 0 to 1. That is 7.1558.
Absolute life saver! Thank you!
welcome! more math tutoring videos coming soon
i got 88 from my exam😎💅tysm
No problem!! ❤️❤️