filmov
tv
HOW TO DIFFERENTIATE ln^2(x) / (ln(x))^2 (THE NATURAL LOGARITHM SQUARED, CHAIN RULE, DERIVATIVES)
Показать описание
In this video we calculate the derivative of the square of the natural logarithm function - denoted ln^2(x) or alternatively (ln(x))^2. We use the chain rule to do this, and then we generalise the result for any power of n in the integers.
If you are interested in receiving online tuition in Mathematics, English, Languages, Sciences, etc, or if you are interested in becoming a tutor yourself, please check out the following websites and use the links below to sign up:
If you are interested in receiving online tuition in Mathematics, English, Languages, Sciences, etc, or if you are interested in becoming a tutor yourself, please check out the following websites and use the links below to sign up:
Take the derivative of the natural log function
Derivative of ln(2x) with Chain Rule | Calculus 1 Exercises
How to differentiate (ln x)^2 using the Chain Rule
Learn to Differentiate ln(x²) in 40 seconds
Derivative of ln(2/x) | Differentiation of ln(2/x)
Derivative of Logarithmic Functions
Differentiate y= ln | 2-x - 5x^2 |. Natural logarithms
How to find the derivative of y=ln[2x/(x+1)]
Eklavya's PROVEN 2025 JEE Mains Mock Test Solutions | JMMT-15 (FT-24) to Ace Your Exam!
Derivative of ln(2x) #shorts #calculus
Derivative of ln2x || ln2x Derivative || Differentiate ln2x
Find the derivative of natural logarithm using product property
Find the derivative of the function y = ln 2 log_2 x. General logarithmic exponential functions
Derivative of f(x) = lne^(2x) | #shorts
How to differentiate ln(tan^2x)
Derivative of f(x) = ln(x^2 + x + 3) Calculus Video
How to differentiate (ln x)/x
Second derivative of a natural log, ln(2x).
Every derivative of the function ln(ax), a is a constant like 2, 1/2 and so on , calculus
Derivative of f(x) = ln(1/x^2)
Derivative of f(x) = ln(2x/(x + 7))
Differentiation - e and ln
How to Differentiate cos[ln(x²+1)], Double Chain Rule | Step-by-Step Guide
Differentiate y=ln(ln(2x^4))
Комментарии