c) \( 374 \times 53 \)

To solve \( 374 \times 53 \), you can break it down using the distributive property. First, express 53 as \( 50 + 3 \): \[ 374 \times 53 = 374 \times (50 + 3) = 374 \times 50 + 374 \times 3 \] Calculating each part gives: \[ 374 \times 50 = 18700 \] \[ 374 \times 3 = 1122 \] Now adding those results together: \[ 18700 + 1122 = 19822 \] So, \( 374 \times 53 = 19822 \)! This method not only simplifies calculations but makes it easier to understand how multiplication can be broken down into simpler parts. Engaging with math like this can turn a daunting task into a fun puzzle, perfect for honing your mental math skills! Plus, practicing these techniques can make you quicker and more confident in your calculations, even under pressure!