Consider a bicyclist with air resistance proportional to v² and rolling resistance propor- tional to v, so that dv =-Bv² - Cv. dt If the cyclist has initial velocity vo and is coasting on a flat course, a) find her velocity as a function of time, and b) find her position as a function of time.
Consider a bicyclist with air resistance proportional to v² and rolling resistance propor- tional to v, so that dv =-Bv² - Cv. dt If the cyclist has initial velocity vo and is coasting on a flat course, a) find her velocity as a function of time, and b) find her position as a function of time.
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I need some help with this physics problem.
![Consider a bicyclist with air resistance proportional to v² and rolling resistance propor-
tional to v, so that
dv
dt
If the cyclist has initial velocity vo and is coasting on a flat course, a) find her velocity as a
function of time, and b) find her position as a function of time.
= −Bv² – Cv.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F9b00a09c-5597-457d-8151-edd0c392eea7%2Fdd126c0a-4aa4-4df3-a9b3-9373b078607c%2Fyvuoszm_processed.png&w=3840&q=75)
Transcribed Image Text:Consider a bicyclist with air resistance proportional to v² and rolling resistance propor-
tional to v, so that
dv
dt
If the cyclist has initial velocity vo and is coasting on a flat course, a) find her velocity as a
function of time, and b) find her position as a function of time.
= −Bv² – Cv.
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