The relationship between input and output values for composite functions involves two or more functions being combined. In a composite function, the output value of one function becomes the input value for another function. This means that the output of the first function determines the input of the second function, and so on if there are more functions involved. The input values are passed through each function, and the output value is obtained by applying the operations or transformations of each function in sequence. As a result, the output of the composite function will depend on the input values and the specific functions involved in the composition. The relationship between the input and output values can be complex, as the operations and transformations of each function can impact the final result.
