7626+28•6627÷191

To solve the expression \( 7626 + 28 \cdot 6627 \div 191 \), we follow the order of operations (PEMDAS/BODMAS):

1. Multiplication and Division first: \[ 28 \cdot 6627 \] This equals \( 185556 \).

   Now, divide by \( 191 \): \[ 185556 \div 191 \approx 971.5 \]

2. Now add to 7626: \[ 7626 + 971.5 = 8597.5 \]

Thus, the final result is approximately \( 8597.5 \).