Let f(z) = x² +iy² where z and y are the real and imaginary parts, respectively of z and C is a contour consisting of the line segment from 21 = 3i to z2 is the value of 3 (M + N) ? 7+7i . If we want to evaluate the integral fcf (z) dz , then faf (z) dz = M + Ni , where M and N are real numbers. What

Q: Solve for x. 32x - 4 = 81 X =

A:

Q: 3 4z-3 = V3. = V3. 3

A: Given 3-4x-3 = sqrt(3) 3-4x-3 = 30.5 Since base are equal Therefore -4x-3 = 0.5

Q: 2. 8*-3 = 42x+1

A:

Q: Compute the value of the expression (II,3**) : (II,3').

A:

Q: Solve for x. 8=4*-1

A: We can solve for x as below

Q: 3. 3 2 P + 40 -7P+2 }}

A: Given differential equation  D3+4D2-7D+2=0

Q: find the general solution of the following differential equation x2D2y + xDy + 9y = 0

A:

Q: Solve for x. 5. 7.

A:

Q: Solve for x -x + 5 2x | 21 28

A: Given the query is to find the value of x.

Q: (1а)20 a - 1-06 2

A: According to question,Given expression,1-11+a20a=-1.062

Q: Solve 1.12 x 10-11 / 2.23 x 10-12

A: The final answer is 112/223 Which is approximately 0.502242

Q: Solve for x. 3 11 2

A: Consider the following figure. In above figure AB+BC⋅BC=CD+DE⋅CD.....1

Q: Solve  x - 0.001x = 9990

A: Given expression is: x-0.001x=9990

Q: solve for X 6x+7y=2

A: Given:

Q: 17x=1mod2   solve for x

A:

Q: Solve s(4- dx 3x2

A:

Q: solve for s 3s+126/s=39

A: Given,

Q: solve 1/2x+2/7x=3

A: Given,

Q: 3 X 15

A: We have a property when two chords intersect each other.

Q: 2. A function table is given as follows: X f(x) 0.0 0.1 2.1220 0.2 3.0244 0.3 3.2568 0.4 3.1399 0.5…

A:

Q: Solve for x. 4(x + 4) - 26 = x+8

A: The given equation is: 4x+4-26=x+8   As we know from the distributive law: ab+c=ab+ac

Q: Solve for x. 73 X.

A: We have to use properties of arcs to solve the problem

Q: Solve for x. 25x - 17 = 8 X =

A: Given that 25x-17=8. Solve the above equation as follows.

Q: Solve for h. 2(h + 5) - h = h + 10

A:

Q: solve for x. 4(x-a)+5b=5x+a

A: It just a multiplication and addition of numbers. Check out the handwritten solution.

Q: solve for x y = 4x + 8x

A: xy = 4x + 8x  xy = 12x y = 12