Section 1 - Topic 6 Inverse Functions - Part 1 1. Determine whether each function is a one-to-one function. If it is one-to- one, then write the inverse function, Part A: {(7,9), (13,6).(3,9),(11,-4),(1,7)} Part B: {(11,8),(5,6),(3,7).(21, 2), (2,5)} 2. Find the inverse of the following functions. Part A: f(x) =* Part B: f(x) = Vx+3 PartC: f(x) = +7 Part D: f(x) =​

Yis the midpoint of xz. for each pair of points given, find the coordinates of the third point. 3. x( 5, 5), z(-1,5) 4. z( 2, 8), y(-2, 2) 7 points each xc find the indicated values. 5. b is between a and c. ab = 2x + 1, bc = 3x – 4, and ac = 62. find the value of 'x', and determine if b is a bisector. 7 points each x = bisector: yes or no? 6. m is between l and n. lm = 7x-1, mn = 2x + 4, and ln = 12. find the value of 'x' an determine if m is a bisector. x = bisector: yes or no?