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- Question 1
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Classroom Contents
What Makes the Natural Log "Natural"
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- 1 - Question 1
- 2 - Answer 1
- 3 - Prime nos. in Infinite Geometric Series (Basel problem) and their relationship with Natural logarithm
- 4 - More examples of prime numbers in infinite series and their relationship with ln
- 5 - Question 2
- 6 - Answer 2 and explanation using ln
- 7 - Question 3 and families of curves
- 8 - Answer 3 and explanation
- 9 - Imaginary exponential
- 10 - Derivatives of exponential terms
- 11 - Why derivative of e^t is the same as that e^t itself?
- 12 - Question 4
- 13 - Answer 4 and explanation using Python
- 14 - Taylor Series for e^x
- 15 - Derivatives of polynomial terms/Derivatives of e^x
- 16 - Derivative of natural logarithm using graph
- 17 - Question 5
- 18 - Answer 5 and explanation
- 19 - Euler–Mascheroni constant
- 20 - Question 6
- 21 - Connecting dots to the familiarity of different expression in math
