Assuming a variable equals 1 can simplify equations, particularly when the variable is arbitrary or when it allows for easier manipulation of the equations. In cases where a constant like d is involved, if d equals zero, the equations can be solved directly; if d is non-zero, dividing by d transforms the equations into a normalized form. This approach is common in physics, where unit systems can be chosen to make constants equal to 1 for convenience. For example, using "light seconds" as a unit makes the speed of light equal to 1 in that system. Overall, while not universally applicable, this assumption can be useful in specific contexts to facilitate problem-solving.