Integration Techniques
Easymathematics
The integral ∫sec²(x) dx equals
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Solution
Incorrect! Answer:
tan(x) + C
- Anti-derivative Logic: Recall the standard derivative formula dxd(tanx)=sec2x.
- Integration Principle: Since integration is the antiderivative, ∫sec2xdx must be tanx plus a constant.
- Result: ∫sec2xdx=tanx+C.
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About This Question
- Subject
- mathematics
- Chapter
- integral calculus
- Topic
- integration techniques
- Difficulty
- Easy
- Year
- 2025
This easy difficulty mathematics question is from the chapter integral calculus, covering the topic of integration techniques. It appeared in the 2025 exam. Practice this and similar questions to strengthen your understanding of integral calculus concepts.
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