Whenever you are adding or subtracting just two numbers you can follow these simple rules.
- First change the sign of the number to be subtracted.That is change +ve to -ve, and -ve to positive. If the numbers are to be added there is no need to change the sign.
- After the signs have changed as given above there are two possibilities. (1) both the numbers have same signs, or (2) the two numbers have different sign. If both the signs are same add the two numbers and give the common sign of the two numbers to the result. If the signs are opposite subtract the smaller number from the bigger number and give the sign of bigger number to the result.
If you have more than two numbers it is best to change the signs of numbers as suggested i step (1) above, then add separately numbers with +ve and -ve signs, and assign respective signs to the respective sum. This will reduce the problem to a two number problem with opposite signs. If all the terms after sign conversion are of the same signs, then you add all the terms together and assign the common sign to the result, which gives you the final result.
Please note that frequently the +ve sign is not always shown before a +ve number. So a number without a sign is assumed to be positive.
Also at times you may be given just a series of number with signs, Without any instruction of what is to be subtracted from what. In this case sign conversion as in step (1) above is not necessary and you can proceed straight to subsequent steps.
Please note that these rules or method can be applied to integers as well as fractions.
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