The velocity V (in centimeters per second) of blood in an artery at a distance z cm from the center of the artery can be modeled by the function V S(x) = 500(0.04 -2²) for 0SzS0.2. a. Find a formula for the inverse function: b. Write the domain for the inverse function in interval notation. 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. O The inverse function determines the velocity of the blood given the distance from the center of the artery. d. Find the distance from the center of an artery with a velocity of 19 cm/sec (round to 2 decimal places). cm
The velocity V (in centimeters per second) of blood in an artery at a distance z cm from the center of the artery can be modeled by the function V S(x) = 500(0.04 -2²) for 0SzS0.2. a. Find a formula for the inverse function: b. Write the domain for the inverse function in interval notation. 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. O The inverse function determines the velocity of the blood given the distance from the center of the artery. d. Find the distance from the center of an artery with a velocity of 19 cm/sec (round to 2 decimal places). cm
Chapter3: Functions
Section3.5: Transformation Of Functions
Problem 5SE: How can you determine whether a function is odd or even from the formula of the function?
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