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Q: How to do 3 digit division?

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10+59,000=..... *76 to get ur answer

you use a calculator;)

In number systems , we can divide 3 digit number or 2 digit number by 1 . By the simple division method and the answer will always be the number itself. It will give the value 3 digit number. For eg, 100/ 1 =100 and 1/100 is 0.01 which is a decimal number.

welll yjh

Divide 713 by 5, and the remainder in that division is the Units (50) digit. Take the quotient (without the remainder) and divide by 5. The remainder in this division is the Fives (51) digit. Continue dividing until the quotient is less tan 5 and that digit will be the leftmost digit. 713/5 = 142 and rem 3 so 50 digit = 3 142/5 = 28 and rem 2 so 51 digit = 2 28/5 = 5 and rem 3 so 52 digit = 3 5/5 = 1 and rem 0 so 53 digit = 0 and last quotient, 1 < 5 so stop with leftmost digit = 1. Then 71310 = 103235

To look at the numbers in the division problem

You do fish hook. Then you just do normal division

that i need help on divsion with one digit

Yes, it is. It can be determined in moments, without doing the division, by calculating the core digit of the number, which is 9. Every number with a core digit value of 9 is a multiple of 9, and therefore a multiple of 3.

The question does not specify how the the digits are to be combined: addition, multiplication, subtraction, division, power, other.

Double-digit division requires that you create as many two-digit dividends as needed by bringing down another digit, or by adding a zero behind the decimal point. Example: 318/15 = 21.2 The first division is 15 into 3, which does not go. So the next step is to use the 3 and the 1 -- 15 into 31 is 2, with a remainder of 1. Now bring down the 8 and divide 15 into 18, which is 1 with a remainder of 3. Finally, place a decimal point and create a zero after it (the dividend now reads 318.0) so that you can divide 15 into 30 -- which is 2 and comes after the decimal. This long division is easier to demonstrate graphically. _____21.2__ 15 / 318.0

using the short or long division

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