Question

Determine the truth value of each statement based on the expression.
6x^2 - 2x - 14y + 3x


1. There are 4 terms. (True or False)

2. 6x 3 and 3x are like terms. (True or False)

3. The coefficient on y is 14. (True or False)

4. Simplified, the expression is 6x 2 + 5x - 14y. (True or False)

5. The commutative property allows the expression to be written as 6x 2 - 14y + 3x - 2x. (True or False)
Will Best Answer the person with the Right Answer.

Answer 1

This question tests the understanding of terms related to polynomials, such as terms, coefficients, like terms, etc.
If you find it difficult to answer the questions, you are advised to review the meaning or definition of related terms. The following link could also help:
http://mathcentral.uregina.ca/QQ/database/QQ.09.07/h/maddie1.html

Answer 2

?

Answer 3

@TillLindemann

Answer 4

@dtaylor417

Answer 5

Wow, I have no clue. Sorry. :(

Answer 6

@mathmate What?

Answer 7

@aloud

Answer 8

@donmath1.2

Answer 9

1-false..3terms
2-false
3-false -14

Answer 10

@LynFran The last 2 are True?

Answer 11

the expression when simplified is \[6x ^{2}+x-14y\]

Answer 12

Okay, Thank you!

Answer 13

and the \[6x*x-14y+3x-2x\]