Prove that if the family of integral curves of the differential equation is cut by the line
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Prove that if the family of integral curves of the differential equationis cut by the line x = k, the tangents at the points of intersection are concurrent.
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dy dx + p(x)y= g(x), p(x) · g(x) = 0 .
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Let the vertical line x k cut the graph of the solution y fx ...View the full answer
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