Andrew that's a common problem all the way through the study of physics. For instance, in second year electricity and magnetism, to fully understand Gauss's Law (and more importantly, to compute worked examples) one must have a mastery of multivariate calculus (particularly double and triple intergrals).
The unfortunate setback is that by the time one covers Gauss's Law (mid first-semester) , no one has seen integral calculus until the later parts of Math 2A03 (end of semester 1) or 2XX3 (semester 2).
In other words, the physics program has the unfortunate setback of 'running ahead of' the math requirement.
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