COMPLEX ANALYSIS: Find all possible values of z when 1. (z-1)^3=i 2. |sinz|>1

Q: factor this derivative: 2/3x-1/3(x+4)2+x2/3 2(x+4). must show all steps

A: Solution -    Given equation -  f(x) = 23 x-13x+42+2 x23(x+4) = 0 f(x) = 2 x+423 x13+2 x23(x+4) = 0…

Q: Reorder the equation y=x^2-4x+3 into the form y=(x-h)^2+k

A:

Q: 2 - (4x² – 8x5)(x³ – x6)-8)dx 4х-1

A: Given an integral : I=∫2(4x-1)-4x2-8x5(x3-x6)-8 dx We need to find the integral. Let's begin.

Q: 6 ブ snx dx=

A: We can make it easier for you.

Q: Sin X = 20 16 12

A:

Q: lim b =

A: Given, limx→c b

Q: L = ? s3- O 2/3 t^2 O 2 142 O 3/2 t^2 3t*2

A: Using the table of Laplace transformation, it can be written that: Ltn=n!sn+1.

Q: 102 0 Xe Sin (3x) dx

A:

Q: Evaluate S (2x+3) dx x² (x²+1)

A:

Q: 6 sin 0-3csc0=0

A: Given; 6sin(theta) - 3 csc(theta) = 0.

Q: cas ydy sinty+ sing+6

A: To solve the following integral using substitution method.

Q: lim sin

A: We will find the limit by substitution

Q: Explain with examples what is meant by the indeterminate form 0/0.

A: To explain about the indeterminate form 0/0

Q: tany-tan 2 π 1+ tany tan 2

A: Note that tanπ2→∞. Thus, the expression tany-tanπ21+tany·tanπ2 is not defined.

Q: sin -1(-i) =

A:

Q: solve for y to determine if y is a function of x. If it is, express it using function notation. What…

A:

Q: A number of the form iy is called pure imaginary

A: Given that A number of the form iy is called pure imaginary.

Q: Let  x = 4 sin θ, − π/2 < θ < π/2.  Simplify the expression.  x/sqrt(16-x^2)

A: x = μ sinθ   i - λ¯2 ∠θ ∠ λ¯2

Q: sin ax 12. lim x→0 sin bx

A: