Simplify x675x453

Question

.(1 point)

Answer 1

To simplify the expression \( x675x453 \), we can rewrite it as:

\[ (x675)(x453) \]

However, it's not clear if the intention is to multiply or to simply express a common factor. Given that both terms contain \( x \), we can factor this out if they were intended as coefficients of \( x \):

1. Multiplication interpretation: If we multiply them, \[ (x675)(x453) = x^2 \cdot 675 \cdot 453 \]

2. Addition Interpretation: If you want to combine \( x675 \) and \( x453 \), you should get: \[ x675 + x453 = x(675 + 453) = x(1128) \]

Please clarify if you meant for a specific operation or further simplification!