maths

posted by .

Show that the tangents to the curve X=ln((y^2)-6y+11) ,at the points where X=ln6,meet at the point ((ln6)-(4/3),3)

  • maths -

    I believe that the answer is the square root of pi. Giggidy giggidy. xD

Respond to this Question

First Name
School Subject
Your Answer

Similar Questions

  1. math

    consider the curve defined by the equation y=a(x^2)+bx+c. Take a point(h,k) on the curve. use Wallis's method of tangents to show that the slope of the line tangent to this curve at the point(h,k) will be m= 2ah+b. have to prove this …
  2. math

    Find the equation of the tangent line to y=6^((x^2)-4x+8)) at x=3. I have worked very hard on this problem, but I can not find the right answer.... I keep getting: y=[(ln6)(6^5)(6)]+[7776-[(ln6)(6^5)(6)]]=7776, but it says this is …
  3. A level Mathematics

    Show that the tangents to the curve X=ln((y^2)-6y+11) ,at the points where X=ln6,meet at the point ((ln6)-(4/3),3)
  4. calculus

    there are two tangents lines to the curve f(x) = 3x^2 that pass through the point p =0,1 find the x coordinates of the point where the tangents line intersect the curve
  5. 12th Grade Calculus

    1. a.) Find an equation for the line perpendicular to the tangent curve y=x^3 - 9x + 5 at the point (3,5) [* for a. the answer that I obtained was y-5 = -1/18 (x-3) ] b.) What is the smallest slope on the curve?
  6. Math

    ln24 - ln6
  7. maths

    tangents are drawn from the origin to the curve y=sinx, then their point of contact lies on the curve _________
  8. maths

    tangents are drawn from the origin to the curve y=sinx, then their point of contact lies on the curve _________
  9. mathematics

    The number of positive integers satifying x+ln(2x+1)=x ln5 +ln6 are?
  10. Maths (Tangents and Normals)

    find the points on the curve [(x^2 )+ (y^2) = 18] at which the tangents are parallel to the line x+y = 3

More Similar Questions