Can someone please hep me solve Let f(x) = 2x - 6. Solve f-1(x) when x = 2
you need to solve this \(2x-6 = 2\)
the x in the inverse function is the y in the original function.
can you show me how
add 6 to both sides and what do you have?
so the answer would be 4
correct
can u help me with one more please
this question is asking what do you need to put in f(x) to get out 2 i.e. what is f^-1(2)
sure
Let f(x) = x2 - 16. Find f-1(x)
f-1(x) = 2
can u show me how you did it please
this function does not have an inverse
?? that was an inverse thought it was a prime
sorry my bad
these are the answer choices they gave me 4 square root of x ±square root of x plus 16 x squared over 16 1 over quantity of x squared minus 16
\(f(x) = x^2-16\) this function does not have a inverse
but the answer they want is the second one
but it is wrong lol
idk the answers i gave you were the answer choices to that equation
they are looking for the second answer
but this question is flawed and should be removed from the book/source. Tell your teacher that. \(f(x)\) means a function, and thus \(f^{-1}(x)\) must also be a function, but +-sqrt{x+16} is not a function.
i.e. f(x) must be onto and one to one, which it is not.
ok i will and thank you
the question should have said, what function models the inverse image of f(x)
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