Let g (x) = 2^-x −x − x^3, defined on [0,1]
(a) Use the Intermediate Value Theorem (TVI) to prove that the
equation g (x) = 0 has a solution.
(b) Use the Average Value Theorem (TVM) to show that the solution
in part (a) is the only one that exists.
If you have any questions do let me know in the comment section.
Please give a Thumbs up. Thanks in advance.
Stay Safe.
Get Answers For Free
Most questions answered within 1 hours.