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What is the velocity vector of a particle traveling to the right along the hyperbola y=x^-1 with a constant speed 5cm/s when the particle's location is (2,1/2)?
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find the derivative of 1/x sub.s in x=2; that gives you the direction of V at that point...
length of V is 5
|dw:1351223394658:dw|
does that help?
No not really, The answer in the back of the book is <20/sqrt17, -5/sqrt17> I have no idea how they got that :/
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m = rise/run = (-1/4) /1 find the unit vector of < 1, -1/4> and multiply it by 5
what's the magnitude of <1 , -1/4>
sqrt( 1^2 + (-1/4)^2)
sqrt(17/16)
5 * 1/(sqrt(17/16)) * <1 , -1/4>
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Thank you so much ^_^ that problem was giving me grief.
sure:)
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