When dividing 1,035m² by 42m, the resulting unit is meters (m), not square meters (m²). This is because the division simplifies the units similarly to algebraic expressions, where m² divided by m results in m. The answer should reflect the significant figures of the measurement with the least precision, which in this case is 42m with two significant digits, leading to a final answer of 25m. Understanding dimensional analysis is crucial for correctly handling units in calculations. Proper unit simplification is essential in mathematical operations involving measurements.