Create an example of the closure property as it relates to subtracting polynomials.

The closure property of polynomials states that the result of subtracting tow or more polynomials is always a polynomial. Subtracting polynomials only change their coefficients, which means that the variables and exponents stay the same, so the result of the subtractions is always a polynomial. 

For our example, let  our first polynomial and  our second one. Lets subtract them:





We can conclude that the result of subtracting the polynomials and  is the polynomial . We just provide ans example of the closure property of polynomials under subtraction.

The answer would be choice b

The correct answer is 10%