2. Let k >0 be a constant. Suppose that particles Pi and P2 are moving, with velocity functions given by v1 (t) and v2(t) respectively, and that v2(t) = v1(kt). For a given interval a, b, the average velocity of particle P1 on [a, b] is equal to the average velocity of particle P2 on some interval [c, d]. Find c and d in terms of a and b
2. Let k >0 be a constant. Suppose that particles Pi and P2 are moving, with velocity functions given by v1 (t) and v2(t) respectively, and that v2(t) = v1(kt). For a given interval a, b, the average velocity of particle P1 on [a, b] is equal to the average velocity of particle P2 on some interval [c, d]. Find c and d in terms of a and b
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This is for my math class, but they told me to send it to you! Thanks!
![2. Let k >0 be a constant. Suppose that particles Pi and P2 are moving, with velocity
functions given by v1 (t) and v2(t) respectively, and that v2(t) = v1(kt). For a given interval
a, b, the average velocity of particle P1 on [a, b] is equal to the average velocity of particle
P2 on some interval [c, d]. Find c and d in terms of a and b](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F28939ce1-0727-4fe2-bb4f-e0471da7e82d%2F4035393c-ba09-43e2-9798-22300365c6a7%2Fcxp9vbo.png&w=3840&q=75)
Transcribed Image Text:2. Let k >0 be a constant. Suppose that particles Pi and P2 are moving, with velocity
functions given by v1 (t) and v2(t) respectively, and that v2(t) = v1(kt). For a given interval
a, b, the average velocity of particle P1 on [a, b] is equal to the average velocity of particle
P2 on some interval [c, d]. Find c and d in terms of a and b
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