To find the middle term of the product of the two expressions, we first need to clarify what we are dealing with. The product mentioned is between the terms x and 5x2.
When we multiply these two terms together, we get:
x * 5x2 = 5x3
The expression 5x3 is a single term in polynomial form. Therefore, it does not have multiple terms; it is just a monomial.
If we were to consider the context of finding a ‘middle term’ in a polynomial expansion, that would typically apply when dealing with binomials or polynomials arranged in a standard manner where multiple terms exist. Since we only have a single term here, there isn’t a middle term to discuss.
So, to summarize, the product of x and 5x2 is 5x3, and there is no middle term in the product as it consists of only one term.