![]() If there is any term just outside the bracket, multiply that outside term with each term inside the bracket. ![]() If there is a negative sign just open the bracket, and multiply the negative sign with each term inside the bracket.a + (b + c) = a + b + c, a + (b – c) = a + b – c If there is any bracket, open the bracket, then add or subtract the terms. ![]() This provides a suitable framework to generate an original response for each mathematical phrase. The BODMAS approach has a set of guidelines that must be followed in order. When a mathematical equation has many operations, BODMAS is utilised. For both addition and subtraction, the same approach applies: we solve the operation that appears first on the left side. When applying the BODMAS rule or the PEMDAS rule, it’s important to keep in mind that we solve the operation that comes first from the left side of the equation when we reach the stage of division and multiplication. Because certain terms are recognised by different names in several nations, there is a variance in the abbreviation. Nearly identical to the PEMDAS rule is the BODMAS rule. Two acronyms that are used to recall the order of operations are BODMAS and PEMDAS.
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