Answer: h(x) = 4x + 48
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What is the inverse of the function f(x) = x - 12?
Let h be the inverse function of f then we have f(h(x))=x. According to the formula f(x)=x-12 we have f(h(x))=h(x)-12. But we also know that f(h(x))=x. So we equalize h(x)-12 and x: h(x)-12=x which gives us the function h(x)=x+12. Answer: h(x)=x+12
Now switch the variables as such: x = we now need to solve this equation for "y" x - 12 = 4( x - 12 ) = y 8x - 48 = y So y = 8x - 48 is the inverse of your function : Can also be written as: Solution: To calculate the inverse function we switch the value in the form of x and y.
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What is the inverse of the function f(x) = x - 12 ? h( x ) = 4x + 48. The table represents the function f ( x ).What is f (3)?-9-1 1 9. 9. Which statement is true regarding the graphed functions ? f (0) = g(0) f (-2) = g(-2) f (0) = g(-2) f (-2) = g(0) f (0) = g(0) If f ( x ) = + 8 what is f ( x ) when x = 10? 13.
Algebra . Find the Inverse Function f(x) =x^2-12 . Replace with . Interchange the variables. Solve for . Tap for more steps... Rewrite the equationas . Add to both sides of the equation. Take the square rootof both sides of the equationto eliminatethe exponenton the left side.
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