@PSPJOHNPSP Made that video quite a while ago. I think the song was a free sample one that came with a Windows Media Player at that time. I'll have to go look for it on my old computer.
My teacher had to take an emergency trip and I was left to figure this type of problem out solo, before the test.Thank you so much-- I'm 100% ready now.
wow, are you people seriously criticizing this guy for his video? the reason you're watching it is cause you were too stupid to figure this shit out on your own...like me. thanks for the vid msumurph, it helped a lot.
well, i began seeing videos on derivatives and one video took me to another and i ended up seeing this vid.. sorry if i wanted to go a little ahead on my course.
Each "slice" of water has to travel a certain distance to reach the the line 4 feet above the tank. That distance is the total height of 14 minus the height of the slice itself. So that is 14 - y. That distance changes as the tank loses water. The top slice only has to go 4 feet. The bottom slice has to go 14 feet.
i'm taking calculus in high school right now and i just begun seeing derivatives, i reasoned that the integral is the "anti-derivative". one question though, where did you get the "14-y" distance to move the water?
@werlkaw why are you watching this video then? This is BC Calc. And no, the integral is not the anti-derivative, you use anti derivatives to get integral.
@armoman92 actually you are wrong. An anti-derivative is an integral, but without boundaries. So essentially its called an indefinite integral or antiderivative. When you add boundaries its called a definite integral.
very helpful, thanks!
anonymous6366 1 week ago
What song is this plz?
PSPJOHNPSP 2 months ago
@PSPJOHNPSP Made that video quite a while ago. I think the song was a free sample one that came with a Windows Media Player at that time. I'll have to go look for it on my old computer.
msumurph 2 months ago
"wuayyyyyyyyyyyyy........" lol i like how u pronounce "y"
PSPJOHNPSP 2 months ago
@PSPJOHNPSP That's how we talk up here in Michigan :)
msumurph 2 months ago
thank you
I3azookaJOE 4 months ago
@I3azookaJOE No problem. Hope it helped!
msumurph 4 months ago
My teacher had to take an emergency trip and I was left to figure this type of problem out solo, before the test.Thank you so much-- I'm 100% ready now.
hussman03 5 months ago
@hussman03 Glad it helped!
msumurph 5 months ago
Comment removed
mellowmorgan92 5 months ago
this is awesome. thank you.
catherinekirby1 5 months ago
"At this point, these pretzels are making me thirsty" hahaha :) Thanks for the video...it helped a lot :)
theunlitshadow 9 months ago
wow, are you people seriously criticizing this guy for his video? the reason you're watching it is cause you were too stupid to figure this shit out on your own...like me. thanks for the vid msumurph, it helped a lot.
AmarilloJack 10 months ago
thanks..from the Philippines
92310CAMILLE 1 year ago 2
this helped me a lot.i still dont understand the whole concept but this video helped me a lot.thank you
chrisisvenom1 1 year ago
@chrisisvenom1 Glad to know it helped some. Hang in there. It takes time and experience to master some of these concepts.
msumurph 1 year ago
This comment has received too many negative votes show
this guy sounds like a faggot
kasdad321 1 year ago
@kasdad321 That's a little harsh.
msumurph 1 year ago 8
@msumurph haha dude sorry i was just upset because i wasnt getting the concept...after asking my teacher for help i get it now :)
kasdad321 1 year ago
good job and all... but you talk a little slow and it can get dull fast.
fttank 2 years ago
well, i began seeing videos on derivatives and one video took me to another and i ended up seeing this vid.. sorry if i wanted to go a little ahead on my course.
werlkaw 2 years ago
Each "slice" of water has to travel a certain distance to reach the the line 4 feet above the tank. That distance is the total height of 14 minus the height of the slice itself. So that is 14 - y. That distance changes as the tank loses water. The top slice only has to go 4 feet. The bottom slice has to go 14 feet.
msumurph 2 years ago
i'm taking calculus in high school right now and i just begun seeing derivatives, i reasoned that the integral is the "anti-derivative". one question though, where did you get the "14-y" distance to move the water?
werlkaw 2 years ago
@werlkaw why are you watching this video then? This is BC Calc. And no, the integral is not the anti-derivative, you use anti derivatives to get integral.
armoman92 2 years ago
@armoman92 actually you are wrong. An anti-derivative is an integral, but without boundaries. So essentially its called an indefinite integral or antiderivative. When you add boundaries its called a definite integral.
utubegay1 1 year ago