The tangent plane to the surface with equation at the point where (x, y) = (1,0) has the equation z = (write the appropriate function of x and y) 2= x - 3y +3 3x + y + 12 OD

The tangent plane to the surface with equation = at the point (x, y, z) = (4, 1,67) has the equation z (write the appropriate function of x and y) The tangent plane to the surface with equation at the point where (x, y) = (1,0) has the equation z = (write the appropriate function of x and y) The tangent plane to the graph of = at the point where (x, y) = (2,2) has the equation z (write the appropriate function of x and y) z = x ln (y) + x³ y + 3 Z= - 3y + 3 3x + y + 12 X- BS f (x, y) = ln (4x² y+1) PO 14

Tangents PA and PB are drswn to x\power{2}+y\power{2}=a\power{2} from the point P(x\index{1},y\index{1}).then find equation of the circumcircle of triangle PAB.

parameterize the curve that starts at (2,9) and follows function y=x^3+1 to end at the point (-3,-26). shift the parameter so the path starts at t=0

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Plewse solve, all parts thanks!!!

Number 54, find an equation of the tangent line to the graph of the function at the given point

Integral

V Determine the equation of the tangent to the circle (x+4) +(y+2)² = 50 at the point (1) (1; 3) (2) (-9; 3) Determine the equation of the tangent to the circle x² +y² +2x-6y-4 = 0, at (-6; 2). O Determine the equation of the tangent to the circle (x-7) +y = 13, at the point (p;-2) where p>7 (1) (2) (5; q) where q>0 In the sketch alongside, the equation of the circle is x-6x+y +ay D0. H F M is the centre of the circle passing through P, R and Q. R is a point on the y-axis and P has coordinates (-1;1). PQ is a diameter of the circle. AB, CD, ERF and HQG are all tangents to the circle. AB is parallel to the y-axis and CD is parallel to the x-axis. M. E G. P(-1; 1) (1) (2) Show that a =-8. Determine the coordinates of M. (3) Determine the equation of (i) (4) AB (ii) CD Determine the equation of (i) ERF in the form ax+by+c=0. (ii) HỌG in the form y= mx+c. etch alongside, the point f the circle. AT and BT circle at A and B res quation of AT is 3 Determine the P(-2; 3)