Write 2i(-3 + 7i)  in the form a + bi

Q: Evaluate the expression and write the result in the form a+bi 2+3i 1+ 2i

A:

Q: (-i)?

A: We're going to solve

Q: O simplify as a+bi : (2i-13. * 2-i

A: Since you have not mentioned the question number. I am allowed to do only one question . To convert…

Q: Simplify the expression -i+ (7+ 8i) 2i(-6+2i) + - 1-i to the form a + y · i where a and y are real…

A: The given expression 2i-6+2i+-i+7+8i¯¯1-i. Simplify the expression 2i-6+2i+-i+7+8i¯¯1-i in standard…

Q: Write the quotient in standard form.

A: Given: 5i2+3i2

Q: Evaluate the expression (8 +3i) + (7 – 6i) and write the result in the form a + bi.

A: Given : (8 + 3i) + (7 - 6i)

Q: write in standard form: =-3i(7+6i)

A: Consider the given expression:

Q: (4-5i)(3+5i)

A: To simplify 4-5i3+5i

Q: Simplify the expression to a + bi form: (-6 – 9i)(-11 +7i)

A:

Q: Evaluate the expression (4+2i)(−2+1i)(4+2i)(-2+1i) and write the result in the form a+bia+bi.

A: a + ib = 100 +0i

Q: Evaluate the sum or difference, and write the result in the form a + bi. (5 - 3i) + (-4 - 7i)

A: Our AIm is to evaluate the expression given below:-(5-3i)+(-4-7i)  -(i)

Q: 2. 4- 9i

A: The given complex number is 4-9i

Q: (11 – 7i)²

A: (11-7i)2

Q: 3i(9 – 5i)

A: We multiply the given function and then find the value of a and b .

Q: (5+i)(-10 + 6i)

A:

Q: 2. Write the number (2 – i)(-1+3i)(3 – 4i) in the form of +bi .

A: The detailed solution is as follows below:

Q: write in standard form: (3-4i)(2+i)

A: From the given information, (3-4i)(2+i) is the multiplication of two complex numbers.

Q: Find x and y so that the following -2-7i =x+ yi equation is true:

A: Given -2-7i=x+yi

Q: Calculate (2 – 3i)". Give your answer in a + bi form

A:

Q: Evaluate the quotient, and write the result in the form  a + bi.  (Simplify your answer…

A: Given that  -5+3i15 iwe have to evaluate the quotient and write the result in the form of a+bi

Q: (3-i)² 2.

A:

Q: (1+i)

A: Given; (1+i)2

Q: 5. (4 – 5i)(3 + 5i)

A:

Q: Calculate (- 2 + 2i)°. Give your answer in a + bi form

A:

Q: Calculate ( - 6 + 4i)°. Give your answer in a + bi form 3 |

A:

Q: 10/3-4i=?

A:

Q: Simplify the expression to a + bi form: (4 – i)(2 – 3i)

A: Given: (4- i) (2-3i)

Q: Simplify and write as a + bi 4. a) V-50 b) (1 + 2i)(-6- i)

A: (a) Simplify and write the given expression as a+ib as follows.

Q: (-3 + 4i) (– 3 – 4i)

A: Given:- (-3+4i) (-3-4i)  To find:- write in the form a + bi (simplify first where necessary).…

Q: Calculate (– 3 + 2i)° . Give your answer in a + bi form.

A:

Q: Simplify the expression to a + bi form: (1+ 7i) + (4 – 10i) -

A: The given expression is 1+7i+4-10i.

Q: Write the result in the form a + bi. 2-3i 8+i

A: We need to simplify the following. 2-3i8+i So,               2-3i8+iApply complex arithmetic rule:…

Q: Evaluate the expression (8 + 3i) +(- 2 – 8i) and write the result in the form a + bi.

A: Given: 8+3i+-2-8i

Q: Simplify the expression to a + bi form: (-9 – 8i) – (–4+ 5i)

A: We will express this expression in the standard form of complex number a+ ib. We will add real and…

Q: Multiply (6 - 5i) (4 - i). Write the answer in the form a + bi.

A:

Q: divide. give your answer in the form (a+bi) 1-6i/3i

A: Simplification

Q: Divide and simplify. Write your answer in a+bi form. 2-3i 1. 9+i

A: (a-b)(a+b) = a2 - b2 and i2 = -1  after rationalization we will get  in the form of a + ib

Q: Subtract and simplify. (-7-7i)-(9+4 i) (-7-7i)-(9+4 i ) = (Type your answer in the form a+ bi.)

A: Complex number subtraction Subtract  (-7-7i) -(9+4i)

Q: Perform all operations. Give the answer in a + bi form. (-7 + 6i) + (6 – 5i)

A: Given (-7+6i) +(6-5i)

Q: Evaluate the sum or difference, and write the result in the form a + bi. 6i - (4 - i)

A: 6i-(4-i)

Q: write your answer in a + bi form. (3 + 4i)20

A:

Q: Simplify and write in the form a+bi. (2+ 4i) + (–6 – 4i)

A: We have to simplify

Q: Evaluate the expression (8 – 6i) – (1 – 7i) and write the result in the form a + bi.

A:

Q: b) Im 1-7i 2+5i,

A:

Q: Evaluate the expression (- 1+ 3i)(2 – i) and write the result in the form a + bi.

A:

Q: multiply. express your answer in the form (a+bi) 3i(9-4i)

A:

Q: Simplify the expression to a + bi form: (-2+ 10i) + (–5 – 4i)

A: (-2 + 10i) + (-5 - 4i) = (-2-5) + (10i - 4i) = (-7) + (6i) = (-7) + (6)i  Where, a = - 7 & b = 6…

Q: Perform the indicated operation and write the result in standard form (a+bi) (3+2i)-(-5-6i)

A: Given  3+2i--5-6i

Q: (8 – 3i)(-7– 6i) 3i)(-7 – 6i)

A: Multiply by bracket open And convert to a+ ib form

Q: Evaluate. Simplify to either 1, i, -1, or -i. then put it in a + bi form.

A: Question is solved.