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How many tangent lines to the curve y = x/(x + 1) pass through the point (1, 2)?
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Looks like 2 to me. Can you prove it?
one
are you familiar with derivatives ?
well, find dy/dx and figure out the tangent at 1/2
(1,2) i mean
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if so, take the der and use value of x =1 to find eqn of tangent line
the point (1, 2) isn't on the curve as its asymptotic at x = -1 and y = 1
so I'd say there is 2 tangents with side of te vertical asymptote x = -1
Defintely 2. Now find them!
i found two, just as @tkhunny is definitely sure.
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how many tangents pass through (1,2) is equivalent to asking how many tangents can be drawn to the curve from (1,2) If that helps your case?
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