Resolved complex numbers

1) indicates the real and imaginary part of the following complex numbers
Z1 = (-3.2) / (-3) Real part, (2) Imaginary part
Z2 = (4.1) / (4) Real part, (1) Imaginary part
Z3 = (3, -5) / (3) Real part, (-5) Imaginary part
Z4 = (1 / 2, 0) / (1 / 2) Real part, (0) Imaginary part
Z5 = (0.3) / (0)Real part, (3) Imaginary part
Z6 = (1 / 3, ) / (1 / 3) Real part, (-- ) Imaginary part

2) Indicates the real and imaginary numbers for the following complex numbers
Z1 = (4.0) = 4
Z2 = (0.5) = 5
Z3 = (3 / 4, 0) = 3 / 4
Z4 = (0, -5 / 6) =

Z5 = (0, ) =
Z6 = ( , 0) =

3) Put in the form of complex numbers the following real and imagined.

Z1 = 7 = (7.0)
Z2 = = (0,3)
Z3 = = (0, )
Z4 = = ( , 0)
Z5 = = (0, )
Z6 = -3 = (-3 , 0)

29) Construct the quadratic equation that results in the following roots.
a) x 1 =

x 2


b) x 1 = 2 -- follows that x 2 = 2 +

=

c) x 2 = follows that x 1 =

30) convert the following complex numbers to polar form
a) = d) =



b =

c =

l calculated following powers in
a) = = 1
b)

= = 1
c) = = 1
d) = = 1
e) = =
f) =
g) =

5) Performs the following operations
a)
b)
C)
D)
6) calculates (x) and (y) in the following equation.

Solution 1 Solution 2
x = 0 and = x = And =- 3
Dimensioning
This implies that x = 3 can not be used as a so lution.

27) Solve the following equations of Rices imaginary check the solution.

a) 3 b)
x

1 = x 1= x 1 =
x 2 = x 2 = x 2 =
c)
x 1 =
x 2 =

28) Solve the following quadratic equations and checks.

a)
x 1 = x 2 =
For x 1

If it holds for xes xes one to two, by transitivity also equals zero.

b)
x 1 = x 2 =
For x1

If it holds for xes xes one to two, by transitivity also equals zero.