Mathematics · Limits and Continuity
Let [ • ] denote the greatest integer function, and let f(x) = min{ √2 x, x2 }. Let S = { x ∈ (-2, 2) : the function g(x) = |x|[x2] is discontinuous at x }. Then ∑x ∈ S f(x) equals:
- 1√6 - 2√2
- 21 - √2
- 32√6 - 3√2✓
- 42 - √2
Correct answer
2√6 - 3√2
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