YoVDO

Derivative of x^y = e^(x-y) Using Logarithmic Differentiation

Offered By: Excellence Academy via YouTube

Tags

Calculus Courses Derivatives Courses Mathematical Proofs Courses Exponential Functions Courses Implicit Differentiation Courses

Course Description

Overview

Save Big on Coursera Plus. 7,000+ courses at $160 off. Limited Time Only!
Learn how to find the derivative of x^y = e^(x-y) using logarithmic differentiation in this 12-minute video tutorial. Explore the step-by-step process of applying logarithmic differentiation to solve complex derivative problems. Gain a deeper understanding of calculus concepts, including implicit differentiation and the properties of logarithms. Perfect for students preparing for exams or anyone looking to enhance their mathematical skills. For additional support, connect with Excellence Academy through their social media channels or WhatsApp for personalized tutoring.

Syllabus

Derivative of x^y = e^(x-y) | logarithmic Differentiation #derivatives #jonahemmanuel #calculus


Taught by

Excellence Academy

Related Courses

Calculus One
Ohio State University via Coursera
Matemáticas y Movimiento
Tecnológico de Monterrey via Coursera
Mathematical Methods for Quantitative Finance
University of Washington via Coursera
Çok değişkenli Fonksiyon I: Kavramlar / Multivariable Calculus I: Concepts
Koç University via Coursera
Preparing for the AP* Calculus AB and BC Exams
University of Houston System via Coursera