To graph: The derivative of the function c ( t ) = − 0.0027 t 3 + 0.14 t 2 − 0.89 t + 0.15 , 8 ≤ t ≤ 30 using TI- 83 calculator and then choose the correct option for the behavior of c ′ in interval [ 8 , 30 ] , where C is the function of time t (in days) which represents the consumption of oxygen by a galliform bird embryo in milliliters per hour. The consumption of oxygen increases with time as egg is laid to the time it will hatch that is approximately t = 28 . The options are: (A) Increasing, then decreasing (B) Decreasing then increasing (C) Decreasing (D) Increasing
To graph: The derivative of the function c ( t ) = − 0.0027 t 3 + 0.14 t 2 − 0.89 t + 0.15 , 8 ≤ t ≤ 30 using TI- 83 calculator and then choose the correct option for the behavior of c ′ in interval [ 8 , 30 ] , where C is the function of time t (in days) which represents the consumption of oxygen by a galliform bird embryo in milliliters per hour. The consumption of oxygen increases with time as egg is laid to the time it will hatch that is approximately t = 28 . The options are: (A) Increasing, then decreasing (B) Decreasing then increasing (C) Decreasing (D) Increasing
Solution Summary: The author explains how to graph the function c(t)=-0.0027t
To graph: The derivative of the function c(t)=−0.0027t3+0.14t2−0.89t+0.15, 8≤t≤30 using TI-83 calculator and then choose the correct option for the behavior of c′ in interval [8,30], where C is the function of time t (in days) which represents the consumption of oxygen by a galliform bird embryo in milliliters per hour. The consumption of oxygen increases with time as egg is laid to the time it will hatch that is approximately t=28.
The options are:
(A) Increasing, then decreasing
(B) Decreasing then increasing
(C) Decreasing
(D) Increasing
(b)
To determine
The day when the most rapid of increase of oxygen of function c(t)=−0.0027t3+0.14t2−0.89t+0.15, where c is the function of time t (in days) which represents the consumption of oxygen by a galliform bird embryo in milliliters per hour. The consumption of oxygen increases with time as egg is laid to the time it will hatch that is approximately t=28.
(c)
To determine
The day when the slowest of increase of oxygen for function c(t)=−0.0027t3+0.14t2−0.89t+0.15, where c is the function of time t (in days) which represents the consumption of oxygen by a galliform bird embryo in milliliters per hour. The consumption of oxygen increases with time as egg is laid to the time it will hatch that is approximately t=28.
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Discrete Distributions: Binomial, Poisson and Hypergeometric | Statistics for Data Science; Author: Dr. Bharatendra Rai;https://www.youtube.com/watch?v=lHhyy4JMigg;License: Standard Youtube License