In the ordered pairs provided, what is the value of F inverse of 3?

To determine the value of F inverse of 3, we need to identify the corresponding output value in the original function F that results in 3 as an input. In essence, if we have a function represented as pairs of (input, output), we are looking for the pair where the output equals 3, as this will tell us what input yields that output.

For example, if there is a pair (2, 3), that means when the input is 2, the output is 3. Consequently, the inverse function F inverse of 3 would return the input 2.

Thus, the correct answer indicates that input 4, when processed through the function F, outputs the value of 3. Hence, F inverse of 3 equals 4, showing the relationship concerning the output of 3 and its corresponding input of 4 in the original function.

Recognizing the structure of ordered pairs is key here, and understanding that finding an inverse simply requires identifying which original input yields the specific output value is crucial to solving similar problems.