co 5 points Determine the intersection point(s) between: (x + 2)+ (y – 1)2 = 1...
The intersection between the surface x + y + 2-2 and the circle x² + y2 = 4,2=0 is Your answer: The point (2.0.2) The point(0,0,2) The point (2,2,0) O The points (0.2.0) and (2,0,0) The point(0,0,0) The point (0,2,0) The point (2,0,0) O No intersection points Clear answer
QUESTION 2 - 1 POINT Find the intersection points of the parabola y = -0? - 2 and the line-x+y= 4. Give your answer as two ordered pairs separated by a comma. For example, if you found that the solutions were (1,2) and (3, 4) you would enter (1,2), (3,4).
5. Let f(x) (x -2)25 + 4x. (a) Enter the derivative of f 4+2/(5(x-2)^(3/5)) Check Clear 4 - 5(x-2 (b) Enter the coordinate(s) of all stationary points, separated by commas if there are more than one, eg. (3,-5), (2,2) . Check Clear Fractions or decimals accurate to at least 4 places (c) Enter the coordinate(s) of all singular points, separated by commas if there are more than one, eg. (3,-5), (2,2). X Check Answer Clear Fractions or decimals accurate to...
QUESTION 2 ONLY Question 1:(1 point) Consider the curves y = 7z2 +4x and y =-z2 + 4 a) Determine their points of intersection (x^,y1) and (x2,2),ordering them such that xi < x2 What are the exact coordinates of these points? ,y1= b) Find the area of the region enclosed by these two curves. t0.001 Give its approximate value within Answer: Question 2: (1 point) Let S be the solid with flat base, whose base is the region in the...
yo 5. Determine the point(s) of intersection of y = 5x + 1 and its RECIPROCAL.
Question (2): (5 Marks) x-1-3-y x-1-6-y:+2 are (A) Determine intersecting or skew. If they intersect, find the point of intersection Given SI: x2-2y2 = 4z2-252 &s2: (0 Show that the tangent planes to the two surfaces at P(2,0,-8) are perpendicular. whether the lines parallel, 2-z & 12 Marks] 4x2 +9y2-24. (B) Find the points on Si at which the tangent plane is parallel to the plane x+y+32-5 3 Marks] Question (2): (5 Marks) x-1-3-y x-1-6-y:+2 are (A) Determine intersecting or...
Determine the point of intersection between y-x3-2x+1 and y-x2 a) Use bisection to initialize the problem (at least two steps) b) Write out the iteration scheme for Newton's Method (define your own initial guess, and perform one iteration) c)Write out the iteration scheme for Secant Method (define your own initial guess, and perform one iteration) Determine the point of intersection between y-x3-2x+1 and y-x2 a) Use bisection to initialize the problem (at least two steps) b) Write out the iteration...
Consider the following. z = x2 + y2, z = 36 − y, (6, -1, 37) (a) Find symmetric equations of the tangent line to the curve of intersection of the surfaces at the given point. x − 6 12 = y + 1 −2 = z − 37 −1 x − 6 1 = y + 1 12 = z − 37 −12 x − 6 = y + 1 = z − 37 x − 6 12 =...
(1 point) The figure below gives F'(x) for some function F 4 5 Use this graph and the facts that the area labeled A is 9, that labeled B is 8, that labeled C is 2, and thatF(2) = 5 to sketch the graph of F(x). Label the values of at least four points. Then, using your graph, give four (x, y) points on the curve (Give your answer as a list of points separated by commas.) (1 point) The...
1 point) Sketch the graph of the function y = x(4-2) - 103 In x. Indicate the transition points (local extrema and points of inflection) (Use symbolic notation and fractions where needed. Give your answer in the form of comma separated list of e-coordinates. Enter NULL in answer field if there is no such point.) Local maximum at = help (fractions) Local minimum at I= Inflection at I= (1 point) Sketch the graph of the function y = 81x +...