Generate an inviting, education-themed image containing no text. Illustrate a visual representation of mathematical concepts like algebraic expressions, distributive property, cylinders, surface area, and polynomials. Maintain an element of neutral academic intrigue in the picture, hinting at problem-solving, calculation and mathematical analysis without referencing to any specific questions or solutions. To help set an analytical mood, incorporate abstract representations of algebraic symbols and geometric figures.

1) what is the simplified form of (x-2)(2x+3)? Use the distributive property.

A) 2x^2-x-6
B) 2x^2-6
C)2x^2-7x-6
D) 2x^2 +x-6****

2) what is the simplified form of (3x+2)(4x-3) use a table.
A)12x^2+18x+6
B) 12x^2+x-6
C) 12x^2+18x-6****
D)12x^2-x-6

3) what is the simplified form of (4p-2)(p-4)
A)4p^2+6p-16
B)4p^2-18p+8
C)4p^2-14p-6
D)4p^2-6p+16****

4) the radius of a cylinder is 3x-2 cm. the height of a cylinder is x+3 cm. what is the surface area of the cylinder? Use the formula A=2pi r^2+2pi rh
A) 2pi(3x^2+10x-8)
B) 2pi(12x^2+7x-2)
C) 2pi(12x^2-2x+13)
D) 2pi(12x^2-5x-2)
Pi=the pi symbol I didn't know how to do that

5) what is the simplified form of (2x^2+4x-3)(3x+1)
A) 6x^3+10x^2-5x+5
B) 6x^3+14x+5x-3
C) 6x^3+14x^2-5x-3
D) 6x^3-10x^2-5x-3

A

D
B
D
C

#1, your middle term is -x , thus A

#2 D

#3 B
How are you doing these, so far they are all wrong
(4p-2)(p-4)
= 4p^2 - 16p - 2p + 8
= 4p^2 - 18p + 8

#4
A = 2πr^2 + 2πrh
= 2π(3x-2)^2 + 2π(3x-2)(x+3)
= 2π[ 9x^2 - 6x - 6x + 4 + 3x^2 + 9x - 2x - 6]
= 2π[12x^2 - 5x - 2] ,
which is D

#5
(2x^2+4x-3)(3x+1)
= 6x^3 + 2x^2 + 12x^2 + 4x - 9x - 3
= 6x^3 + 14x^2 - 5x - 3

I think you will need more practise with these.

A

D
B
D
C
D

Algebra 1 B | Unit 3: Polynomials and Factoring

Lesson 3: Multiplying Binomials
---
1. A, 2x^2 - x - 6
2. D, 12x^2 - x - 6
3. B, 4p^2 - 18p + 8
4. D, 2pi(12x^2 - 5x - 2)
5. C, 6x^3 + 14x^2 - 5x - 3

@Meh is correct

Thank you so much, and I know I have been practicing then I jut for some reason don't undertsand

Connections academy

A
D
B
D
C

meh is 100% correct thanks

A

D
B
D
C

MehIsCorrect

4.2(2-2x)=-3x

a.-4
b.4
c.6**
d.0

is that right??

me, is correct.

thanks meh (:

for the ones who have only 4Q, its

1.A
2.D
3.B
4.C

Regular maths - go for meh

Honors maths - go for me

All 100%.

me is all right

Thanks Meh! Everyone who needs help listen to Meh's answers. They are all right. If you want a 100% on your quick check copy Meh's answers.

Algebra 1 B | Unit 3: Polynomials and Factoring

Lesson 3: Multiplying Binomials
---
1. A, 2x^2 - x - 6
2. D, 12x^2 - x - 6
3. B, 4p^2 - 18p + 8
4. D, 2pi(12x^2 - 5x - 2)
5. C, 6x^3 + 14x^2 - 5x - 3

Good for 2022 if you have 6 questions!

1. 2x^2-x-6
2. 12x^2-x-6
3. 4p^2-18p+8
4. -65
5. 6x3+14x2−5x−3
6. n³ + 15n² + 56n

100% for Connexus Math. You can trust me. 💖
Best of luck to you all!!

Im sorry abought that here is it is with ought the incorrect spelling.

For the Multiplying binomials quick check the answers are.
1. 2x^2-x-6
2.12^2-x-6
3.4p^2-18p+8
4.2pi(12x^2-5x-2)
5.12x^2-5x-3

Thanks.

meh is right

go stream @ MEH

@Meh 100% correct

2022

Question 5
100%

Question 5? is still 100% correct in 2023

1. 2x^2-x-6
2. 12x^2-x-6
3. 4p^2-18p+8
4. -65
5. 6x3+14x2−5x−3
6. n³ + 15n² + 56n

For the Multiplying binomials cuck check the answers are.

1. 2x^2-x-6
2.12^2-x-6
3.4p^2-18p+8
4.2pi(12x^2-5x-2)
5.12x^2-5x-3

we love cheating

I’m so scared for the exams cause i cheated my whole way thru the semester lol, I failed last years math exam😭 and had to do summer school for math and then had to retest so

@me ur 100% right Thnxs!

Thanks Meh

there's an entire vid for the answers

Skel is 100% correct!

thx meh!!

still correct in 2022 and thanks:)

Skel got me 100% thank you sm

as of feb 2022 fetallifestyle is still correct 5/5 for connexus

Ah- 1/5... Maybe they mixed up the answers? smfh

i live within the world but not

Connection academy answer cheat sheet straight A student. why cause i cheated the entire semester.

yeesh, can't you though, I'm in honors algebra and I only understood some of the work, just hope I don't have to do summer school, although I really don't see the point of it since schools usually reteach subjects once you get back

@Meh is still right in 2023

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