Solved

Find the Derivative of the Function at the Given Point ≤\le

Question 27

Multiple Choice

Find the derivative of the function at the given point and interpret the physical meaning of this quantity. Include units in your answer.
-Suppose that the speed of a train approaching a station is given by v (t) = Find the derivative of the function at the given point and interpret the physical meaning of this quantity. Include units in your answer. -Suppose that the speed of a train approaching a station is given by v (t) = , for 0 \le t \le 8, where t is measured in seconds and v(t) is measured in meters per second. Find (5) . A) (5) = -3 m/s; the instantaneous rate of change in the train's speed is -3 m/s at t = 5 s. B) (5) = 6 m/s per second; the instantaneous rate of change in the train's speed is 6 m/ at t = 5 s. C) (5) = -3 m/s per second; the instantaneous rate of change in the train's speed is -3 m/ at t = 5 s. D) (5) = -6 m/s per second; the instantaneous rate of change in the train's speed is -6 m/ at t = 5 s. , for 0 ≤\le t ≤\le 8, where t is measured in seconds and v(t) is measured in meters per second. Find Find the derivative of the function at the given point and interpret the physical meaning of this quantity. Include units in your answer. -Suppose that the speed of a train approaching a station is given by v (t) = , for 0 \le t \le 8, where t is measured in seconds and v(t) is measured in meters per second. Find (5) . A) (5) = -3 m/s; the instantaneous rate of change in the train's speed is -3 m/s at t = 5 s. B) (5) = 6 m/s per second; the instantaneous rate of change in the train's speed is 6 m/ at t = 5 s. C) (5) = -3 m/s per second; the instantaneous rate of change in the train's speed is -3 m/ at t = 5 s. D) (5) = -6 m/s per second; the instantaneous rate of change in the train's speed is -6 m/ at t = 5 s. (5) .


A) Find the derivative of the function at the given point and interpret the physical meaning of this quantity. Include units in your answer. -Suppose that the speed of a train approaching a station is given by v (t) = , for 0 \le t \le 8, where t is measured in seconds and v(t) is measured in meters per second. Find (5) . A) (5) = -3 m/s; the instantaneous rate of change in the train's speed is -3 m/s at t = 5 s. B) (5) = 6 m/s per second; the instantaneous rate of change in the train's speed is 6 m/ at t = 5 s. C) (5) = -3 m/s per second; the instantaneous rate of change in the train's speed is -3 m/ at t = 5 s. D) (5) = -6 m/s per second; the instantaneous rate of change in the train's speed is -6 m/ at t = 5 s. (5) = -3 m/s; the instantaneous rate of change in the train's speed is -3 m/s at t = 5 s.
B) Find the derivative of the function at the given point and interpret the physical meaning of this quantity. Include units in your answer. -Suppose that the speed of a train approaching a station is given by v (t) = , for 0 \le t \le 8, where t is measured in seconds and v(t) is measured in meters per second. Find (5) . A) (5) = -3 m/s; the instantaneous rate of change in the train's speed is -3 m/s at t = 5 s. B) (5) = 6 m/s per second; the instantaneous rate of change in the train's speed is 6 m/ at t = 5 s. C) (5) = -3 m/s per second; the instantaneous rate of change in the train's speed is -3 m/ at t = 5 s. D) (5) = -6 m/s per second; the instantaneous rate of change in the train's speed is -6 m/ at t = 5 s. (5) = 6 m/s per second; the instantaneous rate of change in the train's speed is 6 m/ Find the derivative of the function at the given point and interpret the physical meaning of this quantity. Include units in your answer. -Suppose that the speed of a train approaching a station is given by v (t) = , for 0 \le t \le 8, where t is measured in seconds and v(t) is measured in meters per second. Find (5) . A) (5) = -3 m/s; the instantaneous rate of change in the train's speed is -3 m/s at t = 5 s. B) (5) = 6 m/s per second; the instantaneous rate of change in the train's speed is 6 m/ at t = 5 s. C) (5) = -3 m/s per second; the instantaneous rate of change in the train's speed is -3 m/ at t = 5 s. D) (5) = -6 m/s per second; the instantaneous rate of change in the train's speed is -6 m/ at t = 5 s. at t = 5 s.
C) Find the derivative of the function at the given point and interpret the physical meaning of this quantity. Include units in your answer. -Suppose that the speed of a train approaching a station is given by v (t) = , for 0 \le t \le 8, where t is measured in seconds and v(t) is measured in meters per second. Find (5) . A) (5) = -3 m/s; the instantaneous rate of change in the train's speed is -3 m/s at t = 5 s. B) (5) = 6 m/s per second; the instantaneous rate of change in the train's speed is 6 m/ at t = 5 s. C) (5) = -3 m/s per second; the instantaneous rate of change in the train's speed is -3 m/ at t = 5 s. D) (5) = -6 m/s per second; the instantaneous rate of change in the train's speed is -6 m/ at t = 5 s. (5) = -3 m/s per second; the instantaneous rate of change in the train's speed is -3 m/ Find the derivative of the function at the given point and interpret the physical meaning of this quantity. Include units in your answer. -Suppose that the speed of a train approaching a station is given by v (t) = , for 0 \le t \le 8, where t is measured in seconds and v(t) is measured in meters per second. Find (5) . A) (5) = -3 m/s; the instantaneous rate of change in the train's speed is -3 m/s at t = 5 s. B) (5) = 6 m/s per second; the instantaneous rate of change in the train's speed is 6 m/ at t = 5 s. C) (5) = -3 m/s per second; the instantaneous rate of change in the train's speed is -3 m/ at t = 5 s. D) (5) = -6 m/s per second; the instantaneous rate of change in the train's speed is -6 m/ at t = 5 s. at t = 5 s.
D) Find the derivative of the function at the given point and interpret the physical meaning of this quantity. Include units in your answer. -Suppose that the speed of a train approaching a station is given by v (t) = , for 0 \le t \le 8, where t is measured in seconds and v(t) is measured in meters per second. Find (5) . A) (5) = -3 m/s; the instantaneous rate of change in the train's speed is -3 m/s at t = 5 s. B) (5) = 6 m/s per second; the instantaneous rate of change in the train's speed is 6 m/ at t = 5 s. C) (5) = -3 m/s per second; the instantaneous rate of change in the train's speed is -3 m/ at t = 5 s. D) (5) = -6 m/s per second; the instantaneous rate of change in the train's speed is -6 m/ at t = 5 s. (5) = -6 m/s per second; the instantaneous rate of change in the train's speed is -6 m/ Find the derivative of the function at the given point and interpret the physical meaning of this quantity. Include units in your answer. -Suppose that the speed of a train approaching a station is given by v (t) = , for 0 \le t \le 8, where t is measured in seconds and v(t) is measured in meters per second. Find (5) . A) (5) = -3 m/s; the instantaneous rate of change in the train's speed is -3 m/s at t = 5 s. B) (5) = 6 m/s per second; the instantaneous rate of change in the train's speed is 6 m/ at t = 5 s. C) (5) = -3 m/s per second; the instantaneous rate of change in the train's speed is -3 m/ at t = 5 s. D) (5) = -6 m/s per second; the instantaneous rate of change in the train's speed is -6 m/ at t = 5 s. at t = 5 s.

Correct Answer:

verifed

Verified

Unlock this answer now
Get Access to more Verified Answers free of charge

Related Questions

Q22: Calculate the derivative of the function. Then

Q23: Calculate the derivative of the function. Then

Q24: Calculate the derivative of the function. Then

Q25: Calculate the derivative of the function. Then

Q26: Find the derivative of the function at

Q28: Find the derivative of the function at

Q29: The graph of a function is given.

Q30: The graph of a function is given.

Q31: The graph of a function is given.

Q32: The graph of a function is given.

Unlock this Answer For Free Now!

View this answer and more for free by performing one of the following actions

qr-code

Scan the QR code to install the App and get 2 free unlocks

upload documents

Unlock quizzes for free by uploading documents