Evaluating the Maxima and Minima of Functions\ Correct answer is shown. Your answer

31.25m

was either rounded differently or used a different number of significant figures than required for this\ The maxima or minima of a function can be evaluated by finding the locations at which the slope (the derivative) is 0 , using the second derivative of\ evaluating the function at those locations.\ The function describing the predicted velocity as a function of time,

v(t)

, for a student-designed prototype two-stage model rocket during a

5.5s

time interval is\

\\\\beta =-24(m)/(s^(3))

, and

\\\\gamma =54(m)/(s^(2))

. Due to ignition rates of the fuel in the two stages and external forces acting on the rocket, the design produces a velockly\ time interval.\ Part

F

\ Determine the times at which

v(t)

has a local minimum and maximum.\ Express your answer as two numbers separated by a comma.\ View Available Hint(s)\

t_(min),t_(max)=

\ Part G\ What are the corresponding minimum and maximum velocities that the rocket experiences?\ Express your answer as two numbers separated by a comma.\ View Available Hint(s).

valuating the Maxima and Minima of Functions Correct answer is shown. Your answer 31.25m was either rounded differently or used a different number of significant figures than required tor this The maxima or minima of a function can be evaluated by finding the locations at which the slope (the derivative) is 0 , using the second derivative of evaluating the function at those locations. The function describing the predicted velocity as a function of time, v(t), for a student-designed prototype two-stage model rocket during a 5.5s time interval is =24m/s3, and =54m/s2. Due to ignition rates of the fuel in the two stages and external forces acting on the rocket, the design produces a velocity time interval. Part F Determine the times at which v(t) has a local minimum and maximum. Express your answer as two numbers separated by a comma. Part G What are the corresponding minimum and maximum velocities that the rocket experiences? Express your answer as two numbers separated by a comma