Exponential Functions – Differentiation and Integration
Ex:Solve
Exponential Functions – Differentiation and Integration Ex:Solve
Exponential Functions – Differentiation and Integration
What is the derivative of A natural question to ask is: Remember from the previous section:
Exponential Functions – Differentiation and Integration
AP Calculus BC Tuesday, 26 January 2016 OBJECTIVE TSW differentiate and integrate natural exponential functions. ASSIGNMENTS DUE –WS The Natural Logarithm – Implicit Differentiation and Tangents wire basket –WS Inverse Functions black tray TEST: Natural Logarithmic and Natural Exponential Functions – Differentiation and Integration will be this Friday, 29 January QUIZ: Natural Logarithmic Function – Differentiation and Integration will be returned tomorrow. TODAY’S ASSIGNMENT (due on Friday, 01/29/16) –WS Exponential Functions: Differentiation & Integration
Exponential Functions – Differentiation and Integration
Ex:Find the derivative
Exponential Functions – Differentiation and Integration Ex:Find the derivative
Exponential Functions – Differentiation and Integration Ex:Find the POI of
Exponential Functions – Differentiation and Integration Ex:Find the POI of
Exponential Functions – Differentiation and Integration Ex:Find the POI of
Exponential Functions – Differentiation and Integration Ex:Find the POI of
Exponential Functions – Differentiation and Integration Ex:Find the POI of
Exponential Functions – Differentiation and Integration Ex:Find the derivative (implicit differentiation).
Exponential Functions – Differentiation and Integration
Ex:Evaluate Let u = 5x + 3 du = 5 dx 1/5 du = dx
Exponential Functions – Differentiation and Integration Ex:Evaluate Let u = 3x 2 du = 6x dx 1/6 du = x dx
Exponential Functions – Differentiation and Integration Ex:Evaluate Let u = 3/x du = –3/x 2 dx –1/3 du = 1/x 2 dx
Exponential Functions – Differentiation and Integration Ex:Evaluate
Exponential Functions – Differentiation and Integration Ex:Evaluate Let u = 2 + e x du = e x dx
Exponential Functions – Differentiation and Integration Ex:Evaluate Let u = e x du = e x dx