difference between polynomial quadrilateral polynomials
Answers
Answer:
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Step-by-step explanation:
Well, a quadratic function is just a polynomial function of degree 2. or as we typically write them, . So quadratics are just the 2nd degree subset of polynomials. Technically, polynomials can be any addition of terms, like: but for this discussion, I think the other definition was more appropriate for comparison.
Answer:
Before you understand this topic you should read What are Terms in Polynomial
Degree 1 - Linear Polynomials - After combining the degrees of terms if the highest degree is 1 it is called Linear Polynomials
Examples of Linear Polynomials are
2x : This can also be written as 2x1, as the highest degree of this term is 1 it is called Linear Polynomial
2x + 2 :
This can also be written as 2x1 + 2
Term 2x has the degree 1 .
Term 2 has the degree 0.
As the highest degree we can get is 1 it is called Linear Polynomial
2x + 2y + 2 :
This can also be written as 2x1 + 2y1 + 2
Term 2x has the degree 1
Term 2y also has the degree 1
Term 2 has the degree 0
As the highest degree we can get is 1 it is called Linear Polynomial
Step-by-step explanation: