Which of the following represents vector u RS in linear form, where R (-19, 6) and S (-35, 13)? =

Q: Verify (a × b) × c = (a ∙ c)b − (b ∙ c)a if a = 4i + 2j + k , b = 2i − j + 7k and c = 2i − 2j + 3k

A: Given that a = 4i + 2j + k , b = 2i − j + 7k and c = 2i − 2j + 3k To verify  (a × b) × c = (a ∙ c)b…

Q: = 5i + 4j and v=4i - 3j, determine -9u - v. Given u O-9u - v = -49i - 33j O-9u - v = -40i - 42j O-9u…

A:

Q: Evaluate (7-3i)(5+5i)

A: The given problem is to evaluate and simplify the given complex expression and expressed in…

Q: (-2 + 7i) + (6 + 2i)

A: We have to find (-2 + 7i) + (6 + 2i)

Q: multiply (5 + 2i)(4 - 3i). please show all the work used to multiply.

A:

Q: (-11 – 6i) + (5 – 8i)

A: From the given problem:   -11-6i+5-8i   From the concept of the grouping of real and imaginary part:…

Q: -1+6i/-3-3i

A: Our Aim is to evaluate the expression given below:--1+6i-3-3i -(i)

Q: Determine the product of (1 + i) and (1–31) A) 4- 2i B) 2 + 4i c) 2- 2i D) 2-4i

A:

Q: Find a - b

A:

Q: Multiply (3 - 2i)(4 + 3i)

A:

Q: Find the following products.   (-3 + 3i)(-2 +9i)

A: To determine: -3+3i-2+9i

Q: a b 2d + a 2e +b 2f +c h i

A:

Q: (3-5i)-(7-8i)

A:

Q: (3 + 7i) 2 – 3i)

A: Follow next step

Q: (1-6i)/(-10+8i)

A: Let

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

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

Q: Simplifica cada producto.(Simplify each product.) (7-10) 7) (4i – 3)(2i + 7) 8) 3i(2i? + 4) 9) (i –…

A: Since you have posted multiple subparts, as per our policy we will answer first three subparts.…

Q: Q1- If z₁ =3+2i, and z2 = 1-2i. Fined the real part and imaginary part of the 2z2-z₁+5-i following…

A:

Q: What is the difference of (-3+2i) and (6+3i)?

A:

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

A: To determine the product.

Q: 6)(3і — 2) (4i — 5)

A: Given,

Q: Multiply/Divide A. (4-2i)/(-2 -3i)

A: Multiply/Divide A. (4-2i)/(-2 -3i)

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

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

Q: Given the vectors V and w in the figure below, X 13 근 AREA = 60 units² y

A:

Q: Multiply.  (11x + 10i)(11x - 10i)

A:

Q: 6- The Conjugate of 4+3i =-(4+3i)

A: The objective is to find the conjugate of (4+3i).

Q: 3. Add, Subtract, Multiply and Divide ( 2 + 2i ) and ( 5 – 4i ).

A:

Q: what is the answer for (-4-5i)(3-3i)

A: To multiply the given two complex numbers.

Q: True or False The conjugate of 2 + 5i is - 2 - 5i.

A: The conjugate of 2+5i is -2-5i. The given statement is false.