Question

more help!!

Answer 1

1) Are there any like terms? If yes, can you combine like terms?
2) Order the degrees of the terms from greatest to least (in order from left to right).

Answer 2

is the first part like terms?

Answer 3

What do you mean by "first part"?

Answer 4

6x^2-2x^4

Answer 5

Like terms have the same variable raised to the same power.

Answer 6

Would this be true in this case?

Answer 7

so like 2^3 and 4^3?

Answer 8

D

Answer 9

If you had something like \(7x^2 + 2x^2\) then you can combine them because they both have x and both x's are raised to the second power.

But if you had something like \(8x^2 + 9x^3\) then you can't combine them because although they both have x's, it's not raised to the same power (one of them is raised to 2 and the other one is raised to 3).

Do you understand?

Answer 10

ohh ok yeah i get it

Answer 11

SO are there any like terms in here?

Answer 12

so no theres no like terms

Answer 13

Correct. Now look at the exponents. Order the terms that has the greatest exponent to the term that has the least exponent.

Answer 14

ok

Answer 15

For example, \(7x^3 + 9x^5\) would be ordered as \(9x^5 + 7x^3\).

Answer 16

no, they want you to put it in standard form, by that you always put the highest exponent first

Answer 17

is the anwser A?

Answer 18

D

Answer 19

Let me check.

Answer 20

Yes A seems to be correct to me.

Answer 21

ok

Answer 22

why do you guys think A, i did this and i put D and it was right

Answer 23

example \[4x^4-3x^2+4x+1\] is in standard form because the terms are listed from greatest to least (exponents)

Answer 24

so is it a or d? @rebeccaxhawaii

Answer 25

a is in order from greatest to least

Answer 26

so yes A would be correct

Answer 27

ok

Answer 28

the answers change up each quiz @bannana43

Answer 29

ok,