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Find the inverse of the function.\newliney=x1y = x - 1\newlineWrite your answer in the form ax+bax + b. Simplify any fractions.\newliney=y = ______

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Q. Find the inverse of the function.\newliney=x1y = x - 1\newlineWrite your answer in the form ax+bax + b. Simplify any fractions.\newliney=y = ______
  1. Swap xx and yy: To find the inverse of the function, we first swap xx and yy. This gives us the equation x=y1x = y - 1.
  2. Solve for y: Next, we solve for y by adding 11 to both sides of the equation x=y1x = y - 1. This gives us x+1=y1+1x + 1 = y - 1 + 1.
  3. Simplify the equation: Simplifying the equation by combining like terms on the right side, we get x+1=yx + 1 = y. This is the inverse function.

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