Quote from Yoorah;944398:
You should always learn from the logical thinking path instead. :P
Actually, I think it's perfectly acceptable to "count the squares" in a case like this. Too many people simply learn equations and use them without really
understanding what they mean, and as a result are unable to logically think through situations where they have a graph and are asked to find something. The logical thinking path, in this case, actually is the "counting the squares" method - that is, it requires actual logic, and application of knowledge of what graphs mean in order to find the outcome. Simply finding acceleration and plugging it into an equation, I find, is the less logical path. It's fantastic for becoming more familiar with certain formulas, but learning how to figure things out without necessarily jumping to an equation is always good. Considering it's a summer assignment, it's probably the intended route, as well (unless things are different from where I'm from and people are just freaks T_T).
Learning that you can find displacement from a graph of velocity against time is just as meaningful, and in many cases more meaningful (although in many cases less meaningful on the flip-side) as learning that you can find acceleration from the same graph and apply it to a formula.