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Can someone help me with this problem?
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Let's say we have a function called f(x). An ordered pair from that function will be (X,Y), where X and Y is some value. The inverse of f(x), denoted as f^{-1})(x), will have an ordered pair that looks like (Y,X). It's the same values of X and Y, just switched positions.
I'm slightly starting to understand but still confused at using it to answer the question, can you elaborate further please?
I'm not sure how to elaborate anymore. If we had a function that had a relation of (4,10). The inverse of f(x), which is denoted as that symbol f^(-1)(x), will have the relation (10,4)
So, f(4) = 10 But F^(-1)(10) = 4
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You can also read a little on inverse functions.
Thank you, and I will.
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