To simplify the expression \(2627736368 + a - 326g(44)\), we need to simplify \(326g(44)\).
If \(g(44)\) is a function evaluated at 44, you would need the definition of \(g(x)\) to compute \(g(44)\). Otherwise, if \(g(44)\) is simply a constant value, substitute that value to find the result.
Assuming \(g(44) = k\) (where \(k\) is a constant), then:
\[ 326g(44) = 326k \]
Replacing \(g(44)\) with its constant value \(k\):
\[ 2627736368 + a - 326k \]
Without knowing the specific value of \(g(44)\), we can't simplify it further. If you have any specific values or functions for \(g(44)\), please provide them for further assistance!
