Given f(x) { a-bx and x is less than or equal to 3} on [0,4], Determine values of b and a so that the function will satisfy the conditions of the Mean Value Theorem. What is the value of x that's guaranteed to exist by the Theorem?
Given f(x) { a-bx and x is less than or equal to 3} on [0,4], Determine values of b and a so that the function will satisfy the conditions of the Mean Value Theorem. What is the value of x that's guaranteed to exist by the Theorem?
Please, rewrite this question. Try to quote the original wording.
As it is now, it does not make much sense.