Find f (x,y). f(x,y)= e - 4x + 3y A. fx(x,y)= -4 e - 4x OB. {x(x,y)= - 4 € -4x+3y OC. fx(x,y) = e -4x+3 OD. fx(x,y) = 3 e - 4x+3y
Find fx (x,y). f(x,y)= e - 4x + 3y O A. fx(x,y)= -4 e - 4x OB. fx(x,y) = -4 e - 4x + 3y O C. &x(x,y)= e = 4x+3 OD. &x(x,y)=3 € -4x+3y
(1 pt) For the vector field G- y zy + 4 cos 4x + Ууг+ rezy + cos 4x + y) j find the line integral of counterclockwise around the circumterence ot the circle2+y4 to the point (2/2,2// along the curve C om the ongin along the r a s to the point 2.0) and then (1 pt) For the vector field G- y zy + 4 cos 4x + Ууг+ rezy + cos 4x + y) j find the...
Find the derivative of the function. 4x-9 y= 7x+4 The derivative i
Detailed answer Find the solution to the IVP x4 y(4) – 4x®y"' +12x²y" – 24xy' +24y=0
6.2.57 Find the area of the region described. The region bounded by y=(x-4)2 and y=4x - 19 The area of the region is (Type an integer or a simplified fraction.)
4. 5. (a) Sketch the region bounded by y- +2x-4, y-x2+4x-4 clearly indicating vertices on the graph, (b) Draw the area element AA on the graph and find a general expression for A4. (c) Set up a definite integral for A and find the area. 4. 5. (a) Sketch the region bounded by y- +2x-4, y-x2+4x-4 clearly indicating vertices on the graph, (b) Draw the area element AA on the graph and find a general expression for A4. (c) Set...
Let y=3x^2. Find the change in y, Δy when x=4x and Δx=0.2 Find the differential dy when x=4x and dx=0.2
4. Sketch the region enclosed by the curves y = x, y = 4x, y = -x +2, and find its area by any method. 5. Find the volume of the solid generated when the region between the graphs of f(x) = 1 + x2 and g(x) = x over the interval (0, 2) is revolved about the x- axis.
Find a particular solution to the differential equation. 24. y"(x)yx) = 4x cosx 24. y"(x)yx) = 4x cosx