Let A %3D [a, b, c}, В %3 [х, у), and C %3D[(0, 1). Find a) Ах ВxС. с) СхАх В. b) СхВxА. d) В х ВxВ.
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![а) АхВxС.
с) СхАхВ.
Let A %3D (a, b, c], В %3 (х, у}, and C %3D (0, 1}. Find
b) СхВxА.
d) Вx Вx В.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F71b3b85c-3d6d-4213-b14c-ed9dfd329f04%2Fd5ba914b-60f0-45e7-ac00-b59bf708e20b%2Fpbz5t0h_processed.png&w=3840&q=75)
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- Susie was asked to solve the following system of equations: x+ 3y = 1 -3х-Зу -- 1 Her solution steps and final answer are below, but her final answer is not correctl Identify where she made her mistake(s), and then solve the problem correctly. Include each of your solution steps and the final answer. A x= 3y + 1 В. 3(3у + 1) - 3у - C. - 9y- 3-3y= -1 D. - 12y = -4 y = E. F. ***-1 G x +1= 1 H. x= 2 Answer: (2. Use the nanerclin hutton helow to attach files re to searchWhich set of coordinates follows these two rules? • X-coordinate: Start with 4 and add 4 to each term. • y-coordinate: Start with 4 and multiply each term by 2. @ (4, 4), (8, 8), (12, 16) ® (4, 4), (8, 8), (16, 16) ©(4, 4), (6, 16), (8, 64) O (4, 4), (8, 6), (12, 8)Find x,y,z
- {a, b, c}. Find the following Let A = {1,2} and B = а. АхА b. АхВ %3D С. ВХА d. ВxB е. п(Ах А) f. п(Ах В) g. п(В x А) h. п(В x В)Determine Duf (4, – 1,6) for f(x,y, z) = + 4zx3 in the direction of (-3,2,6). %3DUse the Law of Exponents to rewrite and simplify (6y³)* 2ys Select one: а. 12y7 b. 648y2 Ос. 648y7 d. 12y2
- Evaluate (D5 – 5D4 + 7D3 + D² – 8D + 4)y = 0 a. y = (C1 + C2x)e¬* + (C3 + C4)e¯ b.y = (C1 + C2x)e* + (C3 + C4x)e с.у %3D (С1 + С2х)e* + (Сз + Сдх)е2х + Сse * d.y %3D (Cіx + С2x)е* + (Сзх + Сдх)е2х + Cse * —2х + Cze* + Cse-* — 2х e. None of the above[ 2, l , 2 ] · ( 3 , - 1 , 0 )əz and əx az 9. If x²y + y²z + z²x = 10 , where x and y are independent, determine %3D ду -2ху-z2 -x2-2yz az answer: Əs Əz = y² +2zx ду y²+2zx II