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Carrying Like AdditionYou're a pro at this stuff. Any master of addition remembers the carrying that goes on in advanced addition problems. The same thing happens in multiplication problems. When you take two single-digit numbers and multiply, sometimes your value will be greater than nine (9). Honestly, with multiplication your product will usually be greater than nine. When that happens, you need to carry the extra value to the next column to the left.Example: 9 x 5 = 45 29 x 5 = 145 In that example we started by multiplying the numbers in the ones column. 9 x 5 = 45. We wrote down the five (5) and saved the four (4) for our next step. Then we moved to multiply the tens column. 5 x 2 = 10. Remember that four? Now is the time to add it to the ten. 10 = 4 = 14. Then you write down the 14. You have written down the correct product 145. Example: 58 x 4 = ? Step 1: Multiply the ones column. 8 x 4 = 32 Step 2: Write down the "2" and carry the "3" to the tens column. Step 3: Multiply the tens column. 4 x 5 = 20 Step 4: Add the number you carried. 20 + 3 = 23 Step 5: Write don the 23. Answer: 58 x 4 = 232 Multiply Then AddAfter a few examples you can see the pattern. Multiply Ones-- Carry -- Multiply Tens -- Add. That pattern works if you are working with a two-digit number of a ten-digit numbers. It's just a lot more steps when you have more digits.Example: 296 x 8 = ? MULTIPLY ONES: 6 x 8 = 48 WRITE AND CARRY: Write the "8" and carry the "4" MULTIPLY TENS: 8 x 9 = 72 ADD: Add the carried amount. 72 + 4 = 76 WRITE AND CARRY: Write the "6" and carry the "7" MULTIPLY THE HUNDREDS: 8 x 2 = 16 ADD: Add the carried amount. 16 + 7 = 23 WRITE: Write down the "17" Answer: 296 x 8 = 2,368 Moving Values Larger Than One (1)We just wanted to point something out. In addition, you usually carry a "1" to the next column. With multiplication you will carry numbers between 1 and 9. In one column you might add a carried "3" but in the next you will carry a "9." When you start carrying the higher numbers, there is a good chance you will need to carry again. So keep your eyes open when you start the carrying work. All of those little numbers can be mixed up.RELATED ACTIVITIES
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©copyright 2005-2007 Andrew Rader Studios, All rights reserved. Current Page: NumberNut.com | Basic Math | The Process of Carrying in Multiplication |
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