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To solve this problem, we will multiply the two numbers step by step:
Step 1: Multiply the bottom number, 316, by each digit of the top number, 631, starting from the rightmost digit 1.
Step 2: Align each resulting product according to its place value.
Step 3: Sum all the aligned products to find the final result.
Let's carry out the multiplication:
Now, add these products together:
Therefore, the product of 631 and 316 is .
Each digit in the bottom number represents a different place value. The 6 in 316 is actually 6 × 100 = 600, so 631 × 6 must be positioned in the hundreds place!
Start with the ones digit (6), then tens (1), then hundreds (3). This keeps your partial products organized and prevents alignment errors.
Yes, but it's easier to go right to left (ones, tens, hundreds). This matches how we naturally read numbers and reduces confusion with place values.
Double-check your basic multiplication: 631 × 6 = 3786, 631 × 1 = 631, 631 × 3 = 1893. If these are wrong, your final answer will be wrong too!
Use a calculator to check , or try the reverse operation: 199396 ÷ 316 should equal 631.
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