Solve m − 3 = 4

To address the equation m − 3 = 4, one must isolate the variable m. This process involves performing operations that will eliminate the constant on the left side of the equation. In this case, the constant is -3, which can be removed by adding 3 to both sides of the equation. This step is crucial in maintaining the equality of the equation while simplifying it for further analysis.

Upon adding 3 to both sides, the equation transforms into m = 4 + 3. This simplification leads to the conclusion that m is equal to 7. It is essential to verify this solution by substituting the value of m back into the original equation to ensure that both sides remain equal. This verification step is a fundamental aspect of problem-solving in mathematics, particularly in the context of GCSE Maths February Half Term Revision, where students are encouraged to practice such techniques to enhance their understanding and proficiency.

In summary, the solution to the equation m − 3 = 4 is found by isolating the variable through addition, resulting in m = 7. This method not only provides the correct answer but also reinforces the importance of systematic problem-solving approaches in mathematics. Mastery of these techniques is vital for students preparing for their examinations, as it builds a solid foundation for tackling more complex mathematical concepts in the future.