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(Multiply with lna to get its derivative & divide to get integral) Proof Using substitution method, Let y = a^x => lny = xlna (by taking natural log on both sides) Now differentiating, => (1/y) dy/dx = x0 lna ( derivative of a product) => dy/dx = ylna => dy/dx = a^x lna Hope it helps!!{eq}y = x^{x} {/eq} Logarithmic Differentiation The process of logarithmic differentiation would consider the derivative of the function with the help of the properties of logarithmsI will show you how to differentiate x^y=y^x by using the concept of partial derivative & total differential shop math tees and hoodies wwwteespringcom/s
You Can Do It 2 5 Implicit Differentiation How Would You Find The Derivative In The Equation X 2 2y 3 4y 2 Where It Is Very Difficult To Express Ppt Download
