n2×180

n2×180 is a symbolic expression that most often represents the product of 180 and the square of n in algebra. In conventional notation this is written as 180n^2. If the term is read literally as n2, it could also mean the variable named n2 multiplied by 180, i.e., 180 n2, depending on context; without parentheses, ambiguity arises.

As a monomial, 180n^2 has degree 2 and a leading coefficient of 180. It can be factored using prime factorization: 180 = 2^2 × 3^2 × 5, so 180n^2 = 2^2 × 3^2 × 5 × n^2. The value for a given n is computed by squaring n and multiplying by 180. Examples: n=0 → 0; n=1 → 180; n=2 → 720; n=-3 → 1620.

In applications, such a term may appear in polynomials, scaling laws, or physics formulas where a quantity grows with the square of a parameter n, such as areas proportional to n^2 or energy terms proportional to the square of a quantum number, though actual applicability depends on the specific model.