1. (2 points)Let A = [~=? bi z] where a, b, and c unknown real numbers. Find all values a, b,and c so that A is symmetric and det(A) = 0.
Perform the indicated operations and write the answer in the form a + bi, where a and b are real numbers. Problem #1 (3+2i)^2Problem #2 i^3 - i^2
[4] (a) Find real numbers a and b such that a + bi = p.v.(-87]1/3. (b) Consider the following statement. ”Log(–z)2 = Logz2 because (-2)2 = 22. Therefore, 2 Log(-x) = 2 Logz.” Explain whether or not the statement is true. [4] (c) Consider the following statement. "The rational function P(3), where p and q are co-prime 9(2) non-constant polynomials, is holomorphic everywhere except at the set of zeros of q.” Does this explain if any primitive of P(z) is...
[4] (a) Find real numbers a and b such that a + bi = p.v.(-87]1/3. (b) Consider the following statement. ”Log(–z)2 = Logz2 because (-2)2 = 22. Therefore, 2 Log(-x) = 2 Logz.” Explain whether or not the statement is true. [4] (c) Consider the following statement. "The rational function P(3), where p and q are co-prime 9(2) non-constant polynomials, is holomorphic everywhere except at the set of zeros of q.” Does this explain if any primitive of P(z) is...
1. (a) Find real numbers a and b such that a + bi = p.v.(-87]1/3. [4] (b) Consider the following statement. "Log(-2)2 = Logza because (-2)2 = 22. Therefore, 2 Log(-2) = 2 Logz." Explain whether or not the statement is true. [4] (c) Consider the following statement. ” The rational function (3), where p and q are co-prime non-constant polynomials, is holomorphic everywhere except at the set of zeros of q." Does this explain if any primitive of (...
[4] 1. (a) Find real numbers a and b such that a + bi = p.v.(-87]1/3. (b) Consider the following statement. "Log(-2)2 = Logz2 because (-2)2 = 22. Therefore, 2 Log(-2) = 2 Logz." Explain whether or not the statement is true. [4] (c) Consider the following statement. » The rational function (3), where p and q are co-prime non-constant polynomials, is holomorphic everywhere except at the set of zeros of q.” Does this explain if any primitive of (2is...
Simplify and write your answer in the form of a + bi, where a and b are real numbers: please explain.
Select any imaginary number (of the form "a + bi" where a and b are non-zero real numbers), and turn it into a real number by using addition, subtraction, multiplication, division or exponentiation? Did I do this correct: 2i = 2i * 2i = 2; (2i)^2 = 2i * 2i = 2 * 2 * i^2 = 4(-1) = -4
4-3i 11. (8 pts) Forz 4-3i much as possible, writin work. i and w 7- i, find z/w. That is, determineand simplify as g the result in the form a + bi, where a and b are real numbers. Show