The velocity V (in centimeters per second) of blood in an artery at a distance 3: cm from the center of the artery can be modeled by the function V = f(a;) = 500(0.04 3:2) for 0 5 as S 0.2. a. Find a formula for the inverse function (in terms of V). m = f 1m = :1 b. Write the domain for the inverse function in interval notation. Domain: |:l c. Interpret what the inverse function is used for. O The inverse function determines the distance from the center of the artery given the velocity of the blood. 0 The inverse function determines the velocity of the blood given the distance from the center of the artery. (1. Find the distance from the center of an artery with a velocity of 9 cm / s. Rround to 2 decimal places. :cm The velocity V (in centimeters per second) of blood in an artery at a distance :1: cm from the center of the artery can be modeled by the function V = 500(0.05 x2) for 0 S a: S 0.2. a. Find a: = f_1(V). mm: b. Interpret what the inverse function is used for. O The inverse function determines the distance from the artery center for a given blood velocity. 0 The inverse function determines the blood velocity for a given distance from the artery center. c. Find the distance from the center of an artery of blood owing with the following velocities. Round to 2 decimal places, if necessary. Velocity: 15 cm / 5 Distance: :| cm Velocity: 10 cm / s Distance: |:| cm Velocity: 5 cm / 5 Distance: |:| cm Get Help: Written Example