Use the figure at the right. Determine whether the given statement is true or false. F+E=C+D Is the statement F+E=C+Dtrue or false? CO K H oo OA. False; because vector F+E moves 16 units horizontally and 1 units vertically, and vector C+D moves 6 units horizontally and -5 units vertically OB. True, because vector F+E moves 16 units horizontally and 1 units vertically, and vector C + D moves 16 units horizontally and 1 units vertically OC. True, because vector F+E moves 6 units horizontally and 1 units vertically, and vector C+D moves 6 units horizontally and 1 units vertically OD. False, because vector F+E moves 6 units horizontally and -5 units vertically, and vector C + D moves 16 units horizontally and 1 units vertically.

Q: Integrate the given expression. [(4x + 2)2 dx A 16 x 3 + 8x 2 + 4x + C 3 B) 32x+ 16 + C (c) 16x 3 +…

A: ∫4x+22dx =∫16x2+4+16xdx =16x33+4x+8x2+c

Q: ..... A= -1 1 is diagonalizable. Select one: True False

A:

Q: Perform the indicated operation. (2 – j3) (4+ j2)

A:

Q: 4 r°tan|r (r*)dr 4 5+3 ln cos (r

A:

Q: Perform the indicated operations and express the result in simplest form 3j2-j20+(10+j4)

A: Given expression is 3j2-j20+10+j4.

Q: Values a and b satisfy (a + 1)2 + (b − 23)4 = 0. Compute the value of ab.

A: We have been given the equation (a + 1)2 + (b − 23)4 = 0

Q: Show that B is the inverse of A.

A:

Q: ad 2a — Зd Show that bе 2b — Зе | — 0. с f 2с — 3f

A: We have to show that ad2a−3dbe2b−3ecf2c−3f=0 by using elementary column operation Let…

Q: Find 3v - 2w if v = 31 - 7j and w = -5i + 7j. Write in component form. Write in terms of i and j.

A:

Q: Given u = 9i - 6j, find -8u. a b C d 721-48j -721-48 721 +48j -721 +48)

A:

Q: P2: Calculate 2 ( aik Xi Xj Xx) where the Chijk are constants

A: We have to find  ∂aijkxixjxk∂xi that is partial derivative w.r.t xi. aijk is constant. To find the…

Q: 2+3jy X-j

A: (2 + 3jy)/(x - j) = 2j            (2 + 3jy) = 2j (x - j)              2 + 3jy = 2xj - 2j2 We know…

Q: Find u x v, v x u, and v x v. u = (2, -9, –1) v = (9, -2, -6) (a) ux v (b) v xu (c) v x v V

A: We need to find cross product.

Q: Express in the form a + jb, where a and b are real numbers: (a) (4 – j7)(2+ j3). - (b) (-1+j)². (c)…

A:

Q: Solue the following equation by using Cramer's rule x₁ - x₂ + x3 2x₁ + 33₂+ 4x3 6x₁5x2-723 = 13 20 =…

A:

Q: Integrate farcsin 3x da Select one: O A. xarcsin 3x + √1-9x² + C O B. xarcsin 3x + √1-92² +C O C.…

A:

Q: Fill in the missing values in the X2 column of the following table, and then calculate EX-. Parent…

A: Given data is Parent Children in family of             Origin(x) Number of planned children(y) x2…

Q: Determine C if u=v=O (20 — 5и + 3)du - (20 + 4и — 6)dи %3D O 27 L- C

A:

Q: Q10. Im(iz) = a. Re(iz) b.-Re(z) iz+(-iz) C. d. Re(z) 2

A:

Q: Determine |z| if z =2−3i.

A: z = x +i*y |z| = √(x2 + y2)

Q: Checking hw 17

A: Given information:V=-7i+3jW=-i-6j

Q: B|a- Find u.v and v xu if u=i+2j-k and v=-2i+2j+2k

A: We have to solve given problem:

Q: 2 -2 EXB Solve X²³ Y-3x² y +6xý - 6 y = 30 X By using inverse operator

A:

Q: b Let a = (-3, 0, -1) and 6 = (3, -3, -2). Find the component of b onto a.

A: To find the component of vector b onto vector a, we use the formula: Component of b onto…

Q: Show that B is the inverse of A. AB= BA = -2 2 -B-[14] = 3 34 2 2 A = = I = I

A:

Q: Find VW 2x - 7 2x - 14 | U • V. 15

A:

Q: t- 2 dt t2+3t-18

A:

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: 2j(5-j3) B) Given that (2a+jb)+(b-j3a)=- Obtain the values of a and b. (2+j)(1+j4)

A: Solve the left and right-hand side independently left-hand side 2ab+3ab+jb2-6a2 5ab+jb2-6a2…

Q: Perform the indicated operation. (2 – j) (-3+ j2) (5 – j4)

A: The product of a+b and c+d can be represented as:a+bc+d=ac+bc+ad+bd. We know that j2=-1 or j=-1.

Q: dt 2 +1)

A: As per our guidelines we are suppose to solve only first question. Kindly repost the other question…

Q: Use the Cayley-Hamilton theorem to find constants a, b 5 (-2 and c such that A4= aA² + bA + cl if A…

A: In linear algebra, the Cayley–Hamilton theorem states that every square matrix over a commutative…

Q: Let A = -2 3 1 0 -1 1 0 2 1 Then cofactor, C2,1 =

A:

Q: Use Cramer's rule to find only the value of x2 , where a is a positive real number. 2x2 – x3 + x4 =…

A:

Q: b Let a = (-3, 0, -1) and 6 = (3, -3, -2). Find the component of b onto a.

A: