Create your own polynomial with a degree greater than 2

Question

lgbasallote · Answer

quadratic equations...

campbell_st · Answer

y=x^3

anonymous · Answer

solve please.

anonymous · Answer

The degree of a polynomial is the same as the highest exponent of the variable present. Here are some polynomials and their degrees:

5x^3 + 4x^2 -10
is degree 3
20x^5 - 14
is degree 5
12x-3
is degree 1
x^7
is degree 7
56-43x^3 + x^4
is degree 4

campbell_st · Answer

in what way....I need it to equal some value

e.g x = 0, then y = 0  if y = -1 x = -1,  y = -8 then x = -2 x = 3 y = 27

anonymous · Answer

Quadratic equations do not have a degree greater than two; rather, they have a degree of two. The way to determine the degree of a polynomial is by examining all the exponents. Find the biggest exponent. That's the degree. Suppose the biggest exponent in a polynomial was 6; then, the degree is 6. 
Here's a polynomial with a degree greater than two:
$$x ^{5} + 3y ^{4} - 2k ^{3} + 10h ^{2}$$

anonymous · Answer

Sorry, forgot to add that the degree of the equation I gave you is five, because it is the greatest exponent.