Find the product. (3+4i)(3– 4i)

Q: -4+8i/-9+3i

A: Given: -4+8i-9+3i To find: The simplified form of the given equation.

Q: 1+ 3i Evaluate the expression and write the result in the form a + bi. 5i

A: Given expression1+3i5iWe know thati2=-1

Q: Simplify. (4 +2i)? (4 + 2i)? = D %3D (Simplify your answer. Type your answer in the form a + bi. Do…

A: use the formula

Q: (5 – 6i) – (3 – 2i)

A: We have to perform the subtraction between two complex numbers.

Q: Solz- 2+4i 2+4i (a) 86 - 6i 3 (24) How to open the brackets and then reach the output

A: Solution

Q: Perform the operation and write the result in standard form. (4 − 3i)(3 − 2i)

A: To write the result in standard form. (4 − 3i)(3 − 2i)

Q: (10 + 6i)( – 1 – 4i) =

A: Consider 10+6i-1-4i, Multiply the factors term-wise.…

Q: Find the product. (3 + 4i)(4 − i)

A:

Q: -1+4i Find the quotient of 3-2i

A:

Q: Find the product and write the result in standard form. i(5 + 8i)(5-8i) i(5 + 8i){5 - 8i) = (Type an…

A: Please refer the attached image for complete solution.

Q: Perform the indicated operation: (5+2i)+(-3-6i)

A:

Q: 7+5i/8i

A: Given that 7+5i/8i

Q: 6-9i + (4i)(2i)

A: The given expression:6.9i+4i2iWe need to simplify.

Q: -3+ 2i valuate the expression 6i and write the result in the form a + bi.

A:

Q: 2. Simplify the expression (3 - 4i)(1 + 5i) - (2 - i). Show your work. Answer:

A:

Q: (8+4i)(8+4i)=

A: Given,(8+4i)(8+4i)now,(8+4i)(8+4i) = 8(8+4i)+4i(8+4i)

Q: (4– 2i) (2+5i)

A:

Q: 10/3-4i=?

A:

Q: 1+ 4i - 5+ 5i Divide: Write your answer in a + bi form a = b =

A: The given equation is- 1+4i-5+5i=-1+4i5-5i Rationalize the equation by multiplying 5+5i both…

Q: Find the product.   ​[x−​(8+5i​)][x−​(8−5i​)]

A: Given ​[x−​(8+5i​)][x−​(8−5i​)] = [x-8-5i][x-8+5i] For multiplication we first multiply x with…

Q: Find the quotient. Express the answer is standard form. 4 + 3i 7- 5i

A: The standard form of a complex number, z is z=x+yi . Here, x is the real part and y is the imaginary…

Q: −2+4i/−1−3i Rewrite the expression in ( a + bi ) form

A: Consider the expression

Q: (2-2i√3)4 Write the answer in standard form.

A:

Q: 6 + 2i 3. 1 + 2i

A: 6+2i1+2i* 1-2i1-2i=10-10i5= 2-2i

Q: Perform the indicated operation: (3+2i)-(6-6i)

A:

Q: -1+ 2i Divide: Write your answer in a + bi form - 2 + 7i

A:

Q: Divide and express the result in standard form: (2 + 3i)/(2 + i)

A: The given expression is (2 + 3i)/(2 + i)

Q: the square root of the product if (3 +4i) and (2 + 8i). Solve the principal root only.

A:

Q: Multiply. (7+ 4i)(-5-6i) (7 + 4i)(- 5-6i) = (Simplify your answer. Type your answer in the form a +…

A: To find7+4i-5-6i

Q: Determine the product of (1 + 1) and (1– 3/) A) 2-4i B 2- 2i c) 4- 2i D) 2+ 4i

A: Product of (1+i) and (1-3i)

Q: 5 + 3i Divide: Write your answer in a + bi form - 3 + 6i 1 13i 15

A: Divide (5+3i) /(-3+6i) ?

Q: Multiply. (6 + 7i)? (6 + 7i)² = %3D (Simplify your answer. Type your answer in the form a+ bi.)

A: Given that we need to find the value of (6 + 7i)2. As we know that √(-1) = i Therefore  (√-1)2 = i2…

Q: -6-3i/8i

A: The given complex expression (number) is: -6-3i8i  To simplify this, multiply the complex number i…

Q: Divide and express the result in standard form: -6i/(3 + 2i)

A: Given: -6i3+2i

Q: 6-4i/-5+9i Evaluate and write the result in the form a+bi

A: Evaluate and write the result in a+ib form

Q: (3 +2i)(2 - 5i)

A: The given question belonging to the complex number in which we have to find the product of the…

Q: Find the product of (10 – 2i) and its conjugate. product = -(10 – 2i)

A:

Q: Multiply (4 - 5i)(4 + 5i).

A: To multiply: 4-5i4+5i. Solution: We have identity, a+ba-b=a2-b2 Using the above identity, we will…

Q: ) What is the product? (3 + 4i)(3 – 4i)

A:

Q: Evaluate Sigma7i=3 i^2 − √ i + 2      (i+2 is under the square root)

A:

Q: (5 + 7i) * (3 – 2i)

A:

Q: Find the product (8-2i)(5-3i) Simplify your answer. Type your answer in the form a +bi

A:

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

A: To write the expression in a+bi form.

Q: + arctan(2x-1) dr. 4x2 –4x+2 2 Evaluate | 2/3 (Hint: complete the square in the denominator before…

A:

Q: 3i · (15 + 2i) =

A: We need to find 3i * (15+2i). So,                       3i15+2iApply complex arithmetic rule:…

Q: (3 -3i)(4 + 9i)

A:

Polynomials

Try substituting 1. You will get 6 and not 0. Try other real values also. What About -2? Let us check.