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Write the equation of the tangent line at the points given: ((x^2) + sqrt(x))/(x+1) @ x=0
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what did you get as the 1st derivative..? when you substitute x = 0 into the equation you get y = 0 so you are going to use the point (0, 0)
I'm not completely sure if I got the dy/dx right, but I got x^2 +2x -x -1 -sqrt(x)/(x+1)^2 (2sqrtx)
ok... so if that's you derivative substitute x = 0 and this will give the gradient of the tangent at the point... then you can use the slope and point (0, 0) to find the equation of the tangent
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