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The degree of a polynomial is the greatest of the degrees of its terms, after it has been simplified.
Can you show me an example please :]
ok, you need to first understand what the degree of a monomial is.
The degree of a monomial is the sum of the degrees of factors in the monomial such as $$\Huge x^2yz$$ has degree 4
Why is it degree 4?
2 + 1 + 1
Sorry I am confused.?.
Oh so that is how you determine the degrees thank you so much! Would you mind helping me with one more question?
Can you give me an example of monomial and binomial and trinomial.
mono = 1, bi = 2, tri = 3
these prefixes tell you how many terms the polynomial has
Can you tell me how you determine how it is classified as that?
Count the number of terms
recall in a + b, a and b are called terms
Would a good example be for monomial be 2a+3?
Or is that binomial?
it is a binomial
So 2a is a monomial?
a monomial is a variable, a numeral, or the product of a numeral and one or more variables
I'm so sorry. Would you like to help me do another question?
Okay, thank you so much i really appreciate it!
How do i multiply a polynomial?
use the distributive property
Can you help me do one please :]
I am sorry can you use numbers instead of variables... I get confused sorry...
So then it would be (1+2)4+(3+4)6???
Oh okay thank you so much!
Thanks for asking :)
I wish i could give you more medals than 1 thank you so much!!!