@@JacobKoehler My equation carries a natural log, when I use scipy it gives me output in symbol format, not a numerical value. For instance, f = a.ln(x), where x ranges from 1 to 10 and a is some constant. can I get a numerical value?
@@Mohammad12765 Right; if you're wanting symbolic computing -- we would need to use sympy and work on a symbol that we create with sympy (x = sy.Symbol('x')). If we want numerical answers, we would use numpy, and objects created with numpy.
It’s probably tricky lol but I think a power rule could be straightforward with some string methods. There was a famous program called SAINT from MIT that was the first symbolic integration machine; maybe start there? I’d be curious to hear more about what you find!
Great simple video exactly what I was looking for . Thanks a lot saved me a lot of time searching through the documentation.
Glad it helped! I have a bunch of calc videos and more to come!
you help me for my assignmeent, thankyou Mr. Jacob !
Hey, let's say that I need to calculate the area of an irregular shape. How would you approach that? Thank you
Which editor is using you ?
Thanks, this really helped me. It's cool. Your voice matches with Real Engineering Narrator: Brian McManus
M Umer Thanks! Glad it was useful, let me know if there is anything else I can help with!
@@JacobKoehler My equation carries a natural log, when I use scipy it gives me output in symbol format, not a numerical value. For instance, f = a.ln(x), where x ranges from 1 to 10 and a is some constant. can I get a numerical value?
M Umer what if you use numpy and np.log?
@@JacobKoehler when I use sympy, numpy does work. Instead, I use sympy.log
@@Mohammad12765 Right; if you're wanting symbolic computing -- we would need to use sympy and work on a symbol that we create with sympy (x = sy.Symbol('x')). If we want numerical answers, we would use numpy, and objects created with numpy.
why did you add the 1000 after the x values in the linspace function
Check out the docs for linspace
How do I make my own sy.integrate?
It’s probably tricky lol but I think a power rule could be straightforward with some string methods. There was a famous program called SAINT from MIT that was the first symbolic integration machine; maybe start there? I’d be curious to hear more about what you find!
i² summation 1/n+1 partition