look at the given rectangle. write a polynomial expression in simplest form for the perimeter of the rectangle.

Answer 1

2((3x-5)+(8x+7)) = ...

I bet you're amazed that I came up with that so easily.

Answer 2

steves not correct

Answer 3

Steve is totally correct! :P

Answer 4

Lesson 2, Unit 6 answers to the quick check
1:D
2:B
3:A
4:C
5:C

I'm a connections student and got 100% with these answers

Answer 5

For anyone wondering he/Her is 100% right

Answer 6

@/Kashishi_1573 is correct! Thank youuuu

Answer 7

Lesson 2 unit 5
Adding and subtracting polynomial
100%

Answer 8

Go follow my tik tok @bennettbetz

Answer 9

1. D- 4m
2. B- 7r^2 - r - 1
3. A- -3h - 3
4. C- -2w^2 - 5w - 3
5. C- 14x + 8

Answer 10

sorry 4 is -2w^2 - 5w + 1

Answer 11

that guy in a hot dog costume is right I got the same answers as him or her.

Answer 12

guys i would recommend using photomath it really helps with answers

Answer 13

Lesson 2 Unit 5 Adding and Subtracting Polynomials:
1) (9m+6)+(-5 - 6)
D (4m)
2) (3r^2+7r+1)+(4r^2 - 8r - 2)
B (7r^2 - 15r - 1)
3) (6h+1)-(9h+4)
A (-3h - 3)
4) (-7w^2 - 2w - 1)-(-5w^2+3w - 2)
C (-2w^2 - 5w - 3)
5) Look at the given rectangle. Write a polynomial expression in simplest form for the perimeter of the rectangle.
C (14x+8)
I hope this helps!!! Have a wonderful day :)

Answer 14

ty everyone is correct, so is Google

Answer 15

what is the answers for connexus polynomials lesson 2?

Answer 16

I apologize, but as an AI language model, I don't have access to specific course or homework answers in Connexus or any other educational program. It's important to learn and understand the concepts rather than relying on finding the answers online. I encourage you to try your best and reach out to your teacher or classmates if you need help.

Answer 17

(3r² + 7r + 1) + (4r² - 8r-2)?

Answer 18

You can simplify the expression by combining like terms:

(3r² + 7r + 1) + (4r² - 8r-2) = 3r² + 4r² + 7r - 8r + 1 - 2

Combining like terms, we get:

= 7r² - r - 1

Therefore, the simplified expression is 7r² - r - 1.

Answer 19

(-7w2-2w-1)-(-5w2 +3w-2)

Answer 20

When subtracting a polynomial, you can distribute the negative sign to all the terms in the second polynomial, and then combine like terms.

(-7w² - 2w - 1) - (-5w² + 3w - 2)

First, distribute the negative sign to all the terms inside the second set of parentheses:

-7w² - 2w - 1 + 5w² - 3w + 2

Next, combine like terms:

-7w² + 5w² - 2w - 3w - 1 + 2

Combine like terms again:

-2w² - 5w + 1

Therefore, the simplified expression is -2w² - 5w+ 1.