Question 1

What types of limits can Zupiq evaluate?

Accepted Answer

Zupiq evaluates standard limits, one-sided limits, limits at infinity, and indeterminate forms (0/0, ∞/∞) — using techniques such as direct substitution, factoring, rationalizing, and L'Hôpital's rule, with full step-by-step working.

Question 2

Can I take a photo of a limit problem to solve it?

Accepted Answer

Yes. Open Zupiq, photograph your printed or handwritten limit problem, and the app reads it and walks you through the evaluation step by step. It works with textbook problems, worksheets, and handwritten notes.

Question 3

Does Zupiq apply L'Hôpital's rule?

Accepted Answer

Yes. When a limit produces an indeterminate form like 0/0 or ∞/∞, Zupiq applies L'Hôpital's rule where appropriate, differentiating the numerator and denominator and showing each step of the process.

Question 4

Can Zupiq evaluate one-sided limits?

Accepted Answer

Yes. Zupiq handles left-hand limits, right-hand limits, and checks whether a two-sided limit exists by comparing both sides — with the reasoning shown at each step.

Question 5

How does Zupiq handle limits at infinity?

Accepted Answer

Zupiq evaluates limits as x approaches positive or negative infinity, including rational functions where it identifies the dominant terms and simplifies, showing the full working to reach the result.

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