Final answer:
The student is likely asking how to solve for displacement d given a function of time t in the context of high school physics kinematics. The process usually involves integration or algebraic manipulation.
Step-by-step explanation:
The question appears to be about solving an equation that includes the differential form ds/dt, which indicates a rate of change of displacement with respect to time, commonly associated with velocity in physics.
The student is asked to solve for a particular variable, possibly d. Without the full context or correct equation, we can infer this involves differentiating or integrating to find the distance d, given some function of time t. This type of problem is often encountered in high school physics courses when dealing with kinematics or the study of motion.
To solve for d where d is the displacement and t is the time, and if given a function that relates the two, you would typically either integrate or apply algebraic manipulation depending on the form of the function.
If you have an equation such as ds/dt = 2, integrating both sides with respect to t would give you d = 2t, assuming the constant of integration is zero. This is a simplification, and the exact approach can vary depending on the complexity of the function you are provided.