A curve is defined by the equation y2 + yx lnx = x, x > 0. need to show that line x = 1 intersects curve at point A(1,1) and at another point B and find the co-ordinates of B?
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Originally Posted by daveypi A curve is defined by the equation y2 + yx lnx = x, x > 0. need to show that line x = 1 intersects curve at point A(1,1) and at another point B and find the co-ordinates of B? $\displaystyle y^2 + y(1)\ln(1) = 1$ $\displaystyle y^2 = 1$ $\displaystyle y = \pm 1 $
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