![]() To put it another way, whenever you add two negative integers, you get another negative number. For instance, -7 plus (- 4) equals -7 minus 4, which equals -11. When adding a negative number to another negative number, we must add the two numbers together and include the negative sign in the solution. Addition of Numbers With a Negative Sign Case 1 We must commit the following rules to memory to successfully add and subtract negative numbers. For instance, -32 divided by 4 equals -8.Ĭalculating Negative Numbers by Adding and Subtracting If you divide negative integers and the results are still negative, check to be sure that the signs are the same. For instance, -56 divided by -7 equals 8. When splitting negative numbers, the result is positive if the signs of the numbers being divided are the same. For instance, -9 multiplied by 2 equals -18.Ī positive number is produced when two negative numbers are multiplied For instance, -6 over -3 equals 18 ![]() When a ‘-‘ number is multiplied by a positive one, you get another negative one. The sign of the absolute value with the greater magnitude comes before the outcome. The difference between two numbers can be calculated by adding positive and negative numbers. ![]() When performing the four fundamental arithmetic computations of addition, subtraction, multiplication, and division on negative numbers, one must adhere to a predetermined set of guidelines.Ī negative number is obtained by adding two other negative numbers. Formulas and Guidelines for Negative Numbers Figure 1: Representation of negative integers. ![]()
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