Write java statements to calculate and print the result the following equation
W = X + (Y + XZ)(Z/X + Y)X
public class Evaluate { public static void main(String[] args) { int X = 3, Y = 8, Z = 15; int W = X + (Y + X * Z) * (Z / X + Y) * X; System.out.println(W); } }
Given X =3, Y = 8 and Z = 15 Write java statements to calculate and...
Given the function f(x, y, z) = xy +xz write f (x, y, z) as a sum of min terms and a product of max terms.
W. X 3. Given: WXYZ with Diagonals WY and xz Prove: AWMX = AYMZ Z Y Statements Reasons 1. 1. Given 2. 2 Opposite sides of parallelogram are 3. 3. Vertical angles 4. 4. Diagonals of parallelogram 5. AWMX = AYMZ
Im having problems
understanding whats happening and why.
27. An xz-cylinder in 3-space is a surface given by an equation f(x,z) -0 in x and z alone; its section by any plane y -c perpendicular to the y-axis is always the same xz- curve. Show that if F - z2i + xy2j + xz k, then ^ F dr for any simple closed curve C lying on an xz-cylinder. (Use Stokes' theorem)
27. An xz-cylinder in 3-space is a surface...
write Java statements that perform the
following functions ?
21 If x is greater than or equal zero, then assign the square root of x to variable sqrtx and print out the result Otherwise, print out an error message about the argument of the square root function and set sqrtx to zero (2) 22 A variable fun is calculated by dividing variable numerator by variable denominator If the absolute value of denominator is less than 1, write "Divide by zero...
2. Given R(x,y, z, w, k, t). There are two keys: (x,y) and z. Given the following functional dependency: F = { {x,y} {z,w,k,t}, z {x,y,w,k,t }, yt}. Is R in 2nd normal form? Justify your answer. 3. Given R(x,y, z, w, k, t). There are two keys: (x,y) and z. Given the following functional dependency: F = { fd1:{x,y} {z,w,k,t}, fd2: z {x,y,w,k,t }, fd3:k x}. Is R in 3rd normal form? Justify your answer....
The equation of electric potential in space is given by: V(x,y,z) = 2xy/x 1. Calculate the electric potential at point (x = 1, y = -2, z = 3) in space. 2. Find the electric field E vector as a function of x, y, z. 3. Calculate the electric field at point (x = 1, y = -2, z = 3) in space.
Which of the following will result in an output of: 8 def pass_it(x, y): z = x**y return(z) num1 = 2 num2 = 3 answer = pass_it(numi, num2) print(answer) def pass_it(x, y): z = y*** return(z) num1 = 2 num2 = 3 answer = pass it(numl, num2) print(answer) def pass_it(x, y): 22*3 return(z) num1 = 2 num23 answer pass_it (numi, num2) print(answer) def pass_it(x, y): Z = xy return(2) num1 = 2 num23 answer = passit(numl, num2) print(answer) # Hint...
Exercise 3 Given is the following partial differential equation: Show that w(x, y, z)= sin(52) is a solution of this partial differential equation. Exercise 4 Given is a three-dimensional volume enclosed by the planes y=0,2 = 0, y = and z=a-x+y, with a > 0 a constant. -x (4a) Make a three-dimensional sketch of this volume. Clearly indicate all characteristic features. (4b) Give an integral, with integration boundaries, that can be used for calculating the volume of the object. (4c)...
Use the gradient rules to find the gradient of the given function, f(x,y,z) = x+yz y+xz Choose the correct answer below. 1 O A. Vf(x,y,z) = -((1-z?)z(z2 - 1).y? - x?) (y + xz)? OB. Vf(x,y,z) = (z(1-z?)y(z? - 1),z2 + x2) (x + yz)? O c. Vf(x,y,z) = (y(1+z2),x(z? + 1).y? - z?) (x + yz)? OD. Vf(x,y,z) = -(y (1-2²), x(2² - 1), y² - x²) (y + xz)2
I. a) (4 points) For a given function F(x, y, z) = xz + (y + z)(x + z) Draw the logic circuit diagram of the function: b) Using Boolean Algebra to simply the above function c) Use Demorgan's Theorem to find out the complement of the above function F(x,y,z)xz+ + 2)(x +z)