Find each of the following products. 11 (a) (b) (c) 2 20-1 01 0 02-1 00 11 3- BE [31] - 00 2-4 -5 5 11

Q: Find the product

A: Given: 4-23012-101261-102

Q: Find the product AB if

A: Given: A=12-340-2 and B=5-420-16317058

Q: Identify the properties of the following illustrations. 5x0=0 9(2*5)=(9*2)*5 0+9=9+0

A: Consider the equations: 5×0=0……19×2×5=9×2×5……20+9=9+0……3

Q: This is still from my previous inquiry. I have two questions this time. First: when do we use the…

A:

Q: 7. 8xly + 4x-4y-2 C. (2y + 1)(4x - 2) D. (2)(2y -1)(2r + 1)

A: Since you have asked multiple questions in a single request we would be answering only the first…

Q: 17. Write each number in scientific notation. (a) 367, 000, 000 (b) 0.000003 18. Multiply and…

A: According to the guidelines issued by the company We are supposed to answer only one question.…

Q: In(8x) + In 4x? – In(16x)

A: Please refer the attached image for complete solution.

Q: Simplify the expression (3n+2)! (3n - 2)! (3n+2)! (3n - 2)!

A:

Q: nd the D 12xZy? and 15x3y

A: Since you have asked multiple question, we will solve the first question for you as per our guide…

Q: Evaluate: 1 -2 3 1 -2 5 3 -2| -2 1 -2 + 5 3 : 1 3. 3 1 -2 = 1(3 – (-10)) - 3(-6 – 5) + 5(4 – 1)…

A: Given-  1-2131-2553 To find- The value of determinant.

Q: Simplify the following using the Product Rule 3A 2B x 54 B2

A: Given,         3A3B6×5A8B2

Q: [B] a b²(b-1)³

A:

Q: Consider the expression 8-6x + x. Is the expression equivalent to (x- 4)(x-2)7 O True O False

A:

Q: Find each product \text { (a) }[(3 p-2)+5 q][(3 p-2)-5 q]

A: The given expression is 3p-2+5q3p-2-5q

Q: Multiply A321 -1 10 -7 0 Show your your work!

A:

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

A:

Q: Which of the following represents the expression 24x% written in simplest form? (1) (3) 4 (2) 4x (4)…

A: Apply the formula, xaxb=xa-bx-a=1xa So, 244x-1/26x5/2=4x-12-521

Q: Find each product: c) (-7)[(3)(4)] d) (-7)[(3)(-4)1 a) (-7)(12) b) (-7)(- 12)

A: We know the  (-)×(+)=-(-)×(-)=+ Given,  a)(-7)(12)=-7×12=-84…

Q: 1. What is the product of the expression (x - 7) (x - 3)? A. x² + 4? + 21 B. x² - 10? + 21 C. x² -…

A: topic - product of algebraic expressions

Q: Simplify each algebraic expression. (A) 7x³y +9+ 6xy - 7xy-21-7x'y

A: For the given expression 7x2y+9+6xy-7xy-21-7x2y  is  -xy-12

Q: 26 + 4 × [9 - (1 + 4)

A: Given that  26 + 4 × [9 - (1 + 4)] To simplify the expression

Q: Evaluate the following expression. −2(-3) + [6+ (6-9)²] /√25+4

A: The given expression is:−2(−3)+[6+(6−9)2]/25​+4 Recall the order of operations, PEMDAS:P -…

Q: Expand the following expressions: a. TC(q) - 2TR(q) - FC(q) b. 5q-(3-2q)³ 1 – In (²²) ² 9-x c. 1-In

A: In this given question, the meaning of TC(q), TR(q) and FC(q) are not clear.  So, it is impossible…

Q: ) (-2)[7 + (–5 (-3) × (-4)

A:

Q: 17. Simplify the following into complex numbers of the form a + bi. (a) √ 2√8

A:

Q: [2 3 4 B=034 LO 0 4

A:

Q: Evaluate each of the following products and then, if possible, write two division statements that…

A: Given,  a) ( − 6 ) ( 5 ) b) ( − 3 ) ( 0 )   We have to evaluate the product and write the two…

Q: Add or subtract the following polynomials. (6d – 10d + 3f) - (5d + 3d – 4) O -10d + 3d + 3d + 4 O -…

A:

Q: Expand the following expressions: ??(?) − 2??(?) − ??(?)

A: I'm sorry, but I cannot expand the expressions as they are incomplete. They seem to be missing the…

Q: Multiply the following polynomials and express your answer in simplest form. (5a+ 6)2 = %3D A. 25a2+…

A:

Q: Add the following two binomials.(−6a7+14a5)+(−23a5−9a7)

A: The given expression is

Q: Find each product: a) (-7)(12) b) (-7)(-12) c) (-7)[(3)(4)] d) (-7)[(3)(-4)]

A: Given: a) (-7)(12)b) -7-12c) -734d) -73-4  To find: The value of each product.

Q: could step 2 be explained further? Where did the -3*121 and the -15*375 come from?

A: As  you have asked for step 2 explanation  As we know that root of a quadretic equation ax2+bx+c=0…

Q: How many of the following expressions can be simplified further? Зx? у — 2ху? + ху + 5x? x² – 4xy +…

A: Topic :- Algebra