\( \left\lvert\, \begin{array}{l}\text { Multiply: } \\ 794 \times 37\end{array}\right. \)

To solve \( 794 \times 37 \), you can break it down into simpler steps. First, multiply \( 794 \) by \( 30 \) (which is \( 37 - 7 \)), giving you \( 794 \times 30 = 23820 \). Next, multiply \( 794 \) by \( 7 \), which is \( 794 \times 7 = 5558 \). Finally, add those two results together: \( 23820 + 5558 = 29378 \). Therefore, \( 794 \times 37 = 29378 \). And just imagine, if we didn't have calculators or computers back in the day! People had to rely on their mental math skills for calculations like this or use an abacus. It's fascinating to think about how mathematical ingenuity and collaboration helped civilizations progress without the modern tools we take for granted!