In this video, I explained how establishing the relationship between two quantities is key to finding related rates. This relationship must be a differentiable function.
Happy to see this one. Way back in my college days, I encountered a related rates problem that not even our TA could solve. It has stayed with me all these years. I think you could do it easily along with a clear and concise explanation like the one in this video.
Great video as usual. 👍👍 Another way to solve it would be to see that distance x = (speed)(time) = 2t So, from 6x = 5s, we have s = (6/5)x = (6/5)2t = 12t/5 therefore, ds/dt = d/dt (12t/5) = 12/5
We need more questions that requires logical analysis, instead of straight up applying math tools. Math is logical analysis, and not apply tools to resolve them.Great Work please add more questions like this. logical analysis,
Happy to see this one. Way back in my college days, I encountered a related rates problem that not even our TA could solve. It has stayed with me all these years. I think you could do it easily along with a clear and concise explanation like the one in this video.
Great video as usual. 👍👍
Another way to solve it would be to see that distance x = (speed)(time) = 2t
So, from 6x = 5s, we have
s = (6/5)x = (6/5)2t = 12t/5
therefore, ds/dt = d/dt (12t/5) = 12/5
I love your videos and your enthusiasm!!!
Thank you!
We need more questions that requires logical analysis, instead of straight up applying math tools. Math is logical analysis, and not apply tools to resolve them.Great Work please add more questions like this. logical analysis,
May God bless youu Mr.Newton☺️
It’s very interesting problem... 💖
Well explained thank you so much
many many thanks
S and x can directly be differentiated to get the answer. Is it? Thanks Sir for posting good question
Why did you not use 10 for x?