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A curve is such thatdy/dx = 5-8/x^2. The line 3y + x = 17 is the normal to the curve at...
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From part A) we have found that the cordinates of P is (2,5).
`y = 5x-8/x+C` Where C is constant.
This goes through point P. So the curve should satisfy x and y cordinates of P.
P = (2,5)
`5= 5xx2 – 8/2 +C`
So the equation of the curve is;
Posted by jeew-m on September 4, 2013 at 5:04 PM (Answer #1)
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