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

Q: Find the product and write the result in standard form: (2 + 3i)2

A: We have given the expression; (2 + 3i)2

Q: Find (3+2)-2i. 406 754 386

A:

Q: Evaluate the product, and write the result in the form a + bi. (5 - 3i)( 1 + i)

A: To evaluate the product

Q: Show all your calculations when finding the product of 2 - 6i and 4 - 2i

A:

Q: Find the product and write the result in standard form: (3 + 5i)(3 - 5i)

A: Given:

Q: Q has degree 3 and zeros 3, 3i, and −3i. what does Q(x)=?

A: zeros of Q→3,3i,-3i(x-3)=0x-3i=0x-(-3i)=0x+3i=0

Q: in the form a + bi where a and b are real numbers. Enter the exact answer. 35 4+3i ? Edit

A: First rationalize the denominator then solve

Q: -2i -3 + 8i

A: Answer is mentioned below

Q: 7+8i 4+5i 6–3i 8-4i

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: 7+5i/8i

A: Given that 7+5i/8i

Q: Evaluate the sum or difference, and write the result in the form a + bi. (-12 + 8i) - (7 + 4i)

A: Consider the difference -12+8i-7+4i To simplify it further remove the parentheses and distribute the…

Q: Find the product: 7i(2 - 9i)

A:

Q: 7) Perform the operation and write the result in standard form. 3-2i 4+i

A:

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

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

Q: Use DeMoivre's Theorem to find the following. Write your answer in standard form. -8 – 8i3 8+8i -16…

A: Explanation of the answer is as follows

Q: What is the sum of 2 + 3i and -1 + 7i? A 1+ 10i 3 – 4i

A: here we want to add 2+ 3i and -1 + 7i

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: Determine the conjugate of the product of, (3 – 2i) (4 + 3i)

A: solution:-3-2i4+3i=34+3i-2i4+3i=12+9i-8i-6i2putting i2=-1=12+9i-8i-6-12=12+9i-8i+6=18+i

Q: find the product of (4-2i) and (4+3i)

A:

Q: Show all your calculations when finding the sum of 4 - 6i and 4 - 9i subtract 5 - 4i from it

A: Simplification Complex numbers

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

A:

Q: 6)(3і — 2) (4i — 5)

A: Given,

Q: Evaluate the sum or difference, and write the result in the form a + bi. (3 + 2i) + 5i

A: To evaluate the sum 3+2i+5i and write the result in the form a+ib. Solution: We will add the like…

Q: The product below is equal to 7+3i. Determine the values of a and b. (a+bi)(1+i)

A: Let z1=a+i b and z2=c+i d , where a,b,c,d are real numbers.z1z2=a+i bc+i d        =ac+i ad+i bc +i2…

Q: What is the value of (3+2i)³ + (3- 2i)6

A:

Q: Evaluate the sum or difference, and write the result in the form a + bi.

A: we have to evaluate the sum and write the expression in a+ i b (22) (3-2i)+-5-13i

Q: ☺ Inpolar form, evaluate; 2(3+4i). 3(-344i)

A: .

Q: Evaluate, N = (3+4i)(1+2i) %3D -0.9382 + 0.6342i

A: Here we have, N=3+4i1+2i taking log both sides,

Q: 8. Find the quotient. Write the answer in standard form. 3+4i a. 3-4i -1+i 2+i b.

A: We have, a.  3+4i3-4ib.  -1+i2+i To evaluate: The Quotient in standard form.

Q: 104 -8 -6 -4 -2 2 -2 4 V 8- U 4. Co 4- 2.

A:

Q: Use de Moivre's Theorem to find the following expression. Write your answer in standard form.…

A:

Q: Find (3+2) - 2i . 406 754 386

A:

Q: (131 +33i) / (4 - 3i)

A: The given complex number is:  131+33i4-3i

Q: 5łn(cosh(3+j6))

A: Here 'j' represent imaginary number. Some power to imaginary number are as follows:…

Q: Find the product: (5 + 4i)(6 - 7i).

A: Given: 5+4i6-7i

Q: Evaluate (5+5 sqrt3i)^7 using DeMoivre’s theorem.

A:

Q: Evaluate the product, and write the result in the form a + bi. (6 + 5i)( 2 - 3i)

A:

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

A:

Q: What is the quotient of 40+40i and 9-8i?

A: Quotient of 40+40i and 9-8i is given by 40+40i9-8i

Q: What is the quotient when 4 -8i is divided by i3 A) 8+4i -8+4i 8-4i -8-4i

A: 4+8i is divided by i3=-i      4i-8-i)4+8i¯      4+0i_________             8i          -8i_________…

Q: Evaluate the product, and write the result in the form a + bi. (2 + 5i)2

A: (2+5i)2=(2+5i)(2+5i)(2+5i)2=2(2+5i)+5i(2+5i)(2+5i)2=4+10i+10i+25i2(2+5i)2=4+20i-25(2+5i)2=-21+20i

Q: Find the products: a. 4i(3 - 5i)    b. (7 - 3i)(-2 - 5i).

A: The given expression is 4i3-5i   4i3-5i=12i-20i2=12i+20        i2=-1=20+12i

Q: 110. Discuss the difference between the products (a + b)(a – b) and (a + bi)(a – bi).

A:

Q: 2. V16230° 3. In(-1 – i) 4. In(4i)

A: The rectangular form is z=a+ib

Q: Evaluate the sum or difference, and write the result in the form a + bi. (-6 + 6i) + (9 - i)

A: Given: The given complex number (-6 + 6i) + (9 - i)

Q: A: Write (5 – 5i)* in the form a + bi where a and b are real numbers. B: Write (5 – 5i)* in the form…

A: