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Limits (Metric)

Class Details

Tom Baker

Learn, or revise, limits of sequences and functions, including special cases and L'Hopital's Rule.

Units

Limits

The limit of \(a_n = f(n)\) as \(n\) tends to \(\infty\).

Lesson

The limit of \(f(x)\) as \(x\) tends to \(a\) or \(\infty\).

Lesson

The special case where \(f(x)\) is the difference between two square or cube roots.

Lesson

Convergence of \(\sin x/x\) as \(x\) tends to \(0\).

Lesson

The limit of \(f(x)/g(x)\) as \(x\to a\) in the case where \(f(a)=g(a)=0\).

Lesson Not yet graded
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