Kwon Hawkins A linear function passes through point (4,5) Which statement must be true about the function?inverse? A The inverse is linear and must pass through point (4,5) B The inverse is linear and must pass through point (5,4) C The inverse is quadratic and must pass through point (4,5) D The inverse is quadratic and must pass through point (5,4) Kinston High 14TKK30967LN7 S NC Check-Ins 2.0 Math 3 A NC Check-In 2.0 A (Spring EOC)

## Step 1
The problem involves the concept of inverse functions. An inverse function is a function that undoes the operation of the original function. In other words, if the original function takes an input $x$ and produces an output $y$, the inverse function takes the output $y$ and produces the original input $x$.

## Step 2
The problem states that a linear function passes through the point (4,5). This means that when $x = 4$, $y = 5$.

## Step 3
The inverse of this function would swap the roles of $x$ and $y$. This means that when $x = 5$, $y = 4$.

## Step 4
Therefore, the inverse function must pass through the point (5,4).