· PDF fileNatural Exponential Functions Recall, the number e. We define the natural...

11

Transcript of · PDF fileNatural Exponential Functions Recall, the number e. We define the natural...

Page 1: · PDF fileNatural Exponential Functions Recall, the number e. We define the natural exponential function as f(x) = ex, where e 2.718281828459 The derivative of the natural
Page 2: · PDF fileNatural Exponential Functions Recall, the number e. We define the natural exponential function as f(x) = ex, where e 2.718281828459 The derivative of the natural
Page 3: · PDF fileNatural Exponential Functions Recall, the number e. We define the natural exponential function as f(x) = ex, where e 2.718281828459 The derivative of the natural
Page 4: · PDF fileNatural Exponential Functions Recall, the number e. We define the natural exponential function as f(x) = ex, where e 2.718281828459 The derivative of the natural
Page 5: · PDF fileNatural Exponential Functions Recall, the number e. We define the natural exponential function as f(x) = ex, where e 2.718281828459 The derivative of the natural
Page 6: · PDF fileNatural Exponential Functions Recall, the number e. We define the natural exponential function as f(x) = ex, where e 2.718281828459 The derivative of the natural
Page 7: · PDF fileNatural Exponential Functions Recall, the number e. We define the natural exponential function as f(x) = ex, where e 2.718281828459 The derivative of the natural
Page 8: · PDF fileNatural Exponential Functions Recall, the number e. We define the natural exponential function as f(x) = ex, where e 2.718281828459 The derivative of the natural
Page 9: · PDF fileNatural Exponential Functions Recall, the number e. We define the natural exponential function as f(x) = ex, where e 2.718281828459 The derivative of the natural
Page 10: · PDF fileNatural Exponential Functions Recall, the number e. We define the natural exponential function as f(x) = ex, where e 2.718281828459 The derivative of the natural
Page 11: · PDF fileNatural Exponential Functions Recall, the number e. We define the natural exponential function as f(x) = ex, where e 2.718281828459 The derivative of the natural