Find the inverse transformation of each pair. (a) 2 C-₁ { ₁ ² ² 16 } ₁ C-¹ { 1 ² ² 1 6 €¯+₁} -78} 2 82 e

Q: Find 2B and simplify. -2 0 5 В 3 5 4 4 2B = [00]

A: Solve the following

Q: (VZ - 3V5r) e.

A: we use the formula (a-b)^2=a^2+b

Q: 6. 41 4 if possible. - 2 4 Multiply 4 - 2 1. If not possible, enter DNE. Add Work

A: Let A =-2444-21The number of rows of A is 2 and number of columns is 3.Hence the order of the matrix…

Q: Find two First terms whose product is 3x. 3x? – 13xy + 4y² = (3x ?y)(x ?y)

A: Given that, 3x2-13xy+4y2=3x    ?yx   ?y

Q: (14+ x) ÷ 2 when x = 4

A: Note: It is being assumed that the expression: (14+ x) ÷ 2 needs to be evaluated when x=4.   In the…

Q: 4 12 ↑y 4. 2- [0] -2

A: Given graphWe have to find the inverse of it.

Q: Find A. A = (3A)-1 · [ = 10 4 21

A: We have to find A using given data.

Q: 4. (1225 -11)-12 - 12 - (8 – 6²).

A:

Q: Find the inverse of 2 1 0 -1 -1 1 2

A: Consider the given matrix as,

Q: Find the inverse of AB if 5 -4 A-¹ and B-1 = = (AB)-¹ = -2 -4 14 -5 2 ]

A:

Q: Find 3A.

A:

Q: Develop the following expressions. (3⋅b+7)^2

A: The given expression is (3*b+7)^2.

Q: a? -6² a. 9a+9b 21x2y b. 28xy? a. The simplest form is (Simplify your answer. Type exponential not.

A: The detailed solution is as follows below:

Q: 2. Evaluate (-5 – j6)10 in exponential form

A:

Q: Find the inverse of AB if 22 A and B-1 (AB)−¹ = = 5 3 2 -3 1 2 00

A: Recall: AB-1=B-1A-1

Q: Describe the structure of the expression 3xy+5(x-4) ²-7y².

A:

Q: Find the inverse of AB if A-1 and -3 2 1 3 B-1 = -3 4 02 (AB)-1= [88]

A: Given: To Find: To determine .

Q: 2/3 1/3 2.

A:

Q: -2 f A= -3 Inverse 12 3 3

A: Given matrix is, A=10-2-3142-33

Q: Simplify (z+1)²(3xy²)3 (9y²) 2x-³(z+1)-1

A:

Q: 5xy - 9cs (-)-3xy + cs

A: 5xy-9cs--3xy+cs

Q: A. You have been knitting a scarf that is x feet long. Then 1/4 of the scarf is unraveled (removed)…

A: Given, Scarf is x feet long

Q: Add and simplify the result if possible 4/x+9/x

A: Required sum can be found by using the result a/b+c/b=(a+c)/b as shown on board.

Q: (020-4)y y-3 ē

A:

Q: evaluate SSD (1+4x34y²) ½ dA where O is the bottom half of x²+4² = 16

A: Steps and explanations are as follows:In case of any doubt, please let me know. Thank you.

Q: Find the inverse of A = 3 0 1 3 1 0 10 0 3

A: Solution

Q: 8 3 19 Find the inverse of A 3 1 7 6 2 15

A: We have to find the inverse from the given matrix

Q: simplify. #1.  9^2-1 ___________ 4+6^2-10     #2.  10(19-4^2) _______________ 7+3^2-1

A:

Q: 2. Simplify completely. x² - 16 x²7x+12 a. b. x-3 x² - 4 x²9 x 2 d. x² 25 C. X - x-6 -5 X + ÷ x+5 x²…

A: