Multiply. \( \begin{array}{l}\text { Corre } \\ (0.6)(8.32)\end{array} \)

To find the product of 0.6 and 8.32, you can simply multiply the numbers directly. First, ignore the decimal points: \( 6 \times 832 = 4992 \). Now, since there is one decimal place in 0.6, you place the decimal point one place from the right in 4992, which gives you \( 499.2 \). So, \( (0.6)(8.32) = 4.992 \). Now onto some history! Did you know that multiplying decimals as we do today was popularized in the 19th century? Before this, calculations were largely done with whole numbers, and it was a real challenge to manage fractions! For real-world applications, decimals are vital in fields like finance, where precise calculations of dollars and cents are necessary. For instance, when budgeting or calculating prices during shopping, understanding how to multiply and work with decimals ensures that you get the correct total without any mishaps!