To solve the expression \( 55544567 \times 645665 \div 52 + 0.01 \), let's break it down step by step.
Multiply \( 55544567 \) and \( 645665 \): \[ 55544567 \times 645665 = 35810547402955 \]
Divide the result by \( 52 \): \[ 35810547402955 \div 52 \approx 688272195216.25 \]
Add \( 0.01 \): \[ 688272195216.25 + 0.01 \approx 688272195216.26 \]
So, the result of the expression \( 55544567 \times 645665 \div 52 + 0.01 \) is approximately \( 688272195216.26 \).