Derivative Theorems – Root existence – Exercise 2159 Post category:Derivative Theorems Post comments:0 Comments Exercise Given that the function f(x) is continuous and differential for all x. Given that the function has two roots. Prove that the derivative of the function has at least one root. Proof Coming soon Share with Friends Read more articles Previous PostDerivative Theorems – Proof of inequality – Exercise 2162 Next PostDerivative Theorems – Finding a maximum value – Exercise 2154 You Might Also Like Derivative Theorems – Proof of inequality – Exercise 2151 January 1, 2019 Derivative Theorems – Finding a maximum value – Exercise 2154 January 1, 2019 Derivative Theorems – Proof of inequality – Exercise 2162 January 1, 2019 Derivative Theorems – Proof of inequality – Exercise 2164 January 1, 2019 Leave a Reply Cancel replyCommentEnter your name or username to comment Enter your email address to comment Enter your website URL (optional) Δ