The document explains how to multiply multi-digit numbers using the partial products method. It shows an example of multiplying 742 * 29 step-by-step, including expanding the numbers, multiplying each place value, and adding the partial products. It then discusses how to handle decimals, which involves counting the number of decimal places in the factors and writing that many decimal places in the product.
13. What if there are decimals in the problem??? If your problem has decimals in it, just count the number of digits behind the decimal points in your problem and put that many digits behind the decimal in your answer.
14. What if there are decimals in the problem??? If your problem has decimals in it, just count the number of digits behind the decimal points in your problem and put that many digits behind the decimal in your answer. 35.4 * 3.42 = 121068
15. What if there are decimals in the problem??? If your problem has decimals in it, just count the number of digits behind the decimal points in your problem and put that many digits behind the decimal in your answer. 35.4 * 3.42 = 121068 Where do I put my decimal?
16. What if there are decimals in the problem??? If your problem has decimals in it, just count the number of digits behind the decimal points in your problem and put that many digits behind the decimal in your answer. 35.4 * 3.42 = 121068 Where do I put my decimal? 35. 4 * 3. 42 = 121068 I have 3 digits behind decimals in my problem..
17. What if there are decimals in the problem??? If your problem has decimals in it, just count the number of digits behind the decimal points in your problem and put that many digits behind the decimal in your answer. 35.4 * 3.42 = 121068 Where do I put my decimal? 35. 4 * 3. 42 = 121068 I have 3 digits behind decimals in my problem.. So I will have 3 digits behind the decimal in my answer!!! 35.4 * 3.42 = 121 .068
18. 35.4 * 3.42 = 121.068 Cool man!! I can’t believe it’s so easy!!!!!!!!!!!