The frequency F of a fire truck siren heard by a stationary observer is given below, where ± v represents the velocity of the accelerating fire truck in meters per second (see figure). (Round your answers to 3 decimal places). 130,100 323 ± v F= (a) Find the rate of change of F with respect to v when the fire truck is approaching at a velocity of 26 meters per second (use -v). (b) Find the rate of change of F with respect to v when the fire truck is moving away at a velocity of 26 meters per second (use +v).
The frequency F of a fire truck siren heard by a stationary observer is given below, where ± v represents the velocity of the accelerating fire truck in meters per second (see figure). (Round your answers to 3 decimal places). 130,100 323 ± v F= (a) Find the rate of change of F with respect to v when the fire truck is approaching at a velocity of 26 meters per second (use -v). (b) Find the rate of change of F with respect to v when the fire truck is moving away at a velocity of 26 meters per second (use +v).
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Chapter1: Units, Trigonometry. And Vectors
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Transcribed Image Text:The frequency F of a fire truck siren heard by a stationary observer is given below, where ± v represents the velocity of the
accelerating fire truck in meters per second (see figure). (Round your answers to 3 decimal places).
130,100
F =
323 ± v
(a) Find the rate of change of F with respect to v when the fire truck is approaching at a velocity of 26 meters per
second (use -v).
(b) Find the rate of change of F with respect to v when the fire truck is moving away at a velocity of 26 meters per
second (use +v).
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