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Q: How do you use reverse division?

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For the division of quantities

The GCF is 1.

It works out as 17

The GCF of 10 and 15 is 5.

The RCMP is divided into East, West and National Headquarters. East and West are comprised of 2 Regions each. West has the Pacific and North West Regions while East has the Central and Atlantic Regions. The 14 divisions fall with the Regions as follows:EastAtlanticB Division - Newfoundland/LabradorH Division - Nova ScotiaJ Division - New BrunswickL Division - Prince Edward IslandCentralA Division - National Capital RegionC Division - QuebecO Division - OntarioWestNorth WestD Division - ManitobaDepot Division - Regina (Training Academy)F Division - SaskatchewanK Division - AlbertaV Division - NunavutG Division - North West TerritoriesPacificE Division - British ColumbiaM Division - Yukon

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Division is the opposite of multiplication.

When do you use long division?You use long division when the number you are dividing is too big to do in your head or use short division.

To reverse the digits, you mean? I would convert to a StringBuffer, and use the built-in reverse() method to reverse it.If you want to program this yourself, because that is what a teacher wants, get the last digit and print it out (or add it to a string); then divide the number by 10, and again get the last digit of the result (which is the second-last digit from the original number), and continue until you have naught left. To get the last digit, use the "%" operator:myNumber % 10This will give you the remainder of the division by 10.To reverse the digits, you mean? I would convert to a StringBuffer, and use the built-in reverse() method to reverse it.If you want to program this yourself, because that is what a teacher wants, get the last digit and print it out (or add it to a string); then divide the number by 10, and again get the last digit of the result (which is the second-last digit from the original number), and continue until you have naught left. To get the last digit, use the "%" operator:myNumber % 10This will give you the remainder of the division by 10.To reverse the digits, you mean? I would convert to a StringBuffer, and use the built-in reverse() method to reverse it.If you want to program this yourself, because that is what a teacher wants, get the last digit and print it out (or add it to a string); then divide the number by 10, and again get the last digit of the result (which is the second-last digit from the original number), and continue until you have naught left. To get the last digit, use the "%" operator:myNumber % 10This will give you the remainder of the division by 10.To reverse the digits, you mean? I would convert to a StringBuffer, and use the built-in reverse() method to reverse it.If you want to program this yourself, because that is what a teacher wants, get the last digit and print it out (or add it to a string); then divide the number by 10, and again get the last digit of the result (which is the second-last digit from the original number), and continue until you have naught left. To get the last digit, use the "%" operator:myNumber % 10This will give you the remainder of the division by 10.

* *It is the reverse of the actionEx.Addition is the inverse of subtrationmultiplication is the inverse of division

You use the .reverse() method.

a division metheod use to solve a division problem

It is the reverse of the action Ex. Addition is the inverse of subtration multiplication is the inverse of division

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