<p>I have finished Cal 1. I am going to take Cal 2 and also want to take Linear Algebra. Is it possible to understand Linear Algebra without finishing Cal 2 & Cal 3</p>
<p>Here is the introduction of the course</p>
<p>Linear Algebra. Algebra of matrices, real and complex vec- tor spaces, linear transformations, and systems of linear equations. Eigen- values, eigenvectors, Cayley-Hamilton theorem, inner product spaces, and orthonormal bases. Hermitian matrices. Designed primarily for mathematics.</p>
<p>I heard that this course is proof-based...so I am not sure if I want to take it.</p>
<p>You can usually do linear algebra with a single semester of calculus beforehand, and not uncommon to take it concurrently with another math class. Linear algebra is generally divided into two sections - the first is very formulaic and straightforward, the second (using the first) is very conceptual and theoretical. You may find that the second part comes easier with more math under your belt, but it is not necessary as linear algebra and calculus are basically orthogonal.</p>
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I see what you did there!</p>
<p>Linear Algebra might be a bit difficult if you have not taken differential equations. You don’t need calculus as much as you need diff eq. You see basic integrals in linear algebra.</p>
<p>Actually, you probably would do just fine taking Linear Algebra along with Calc 2. You will see integrals, but as long as you have a basic background on them, you’ll be fine. The vast majority of the Linear Algebra material does not involve calculus, but instead, lots and lots of matrices. Buy a jar of aspirin…</p>