A comprehensive platform for Teachers to create standard question papers and Students to practice Case-Based, Assertion-Reason, and Critical Thinking questions.
Create professional PDF/Word papers with logo, instructions, and mixed question types in minutes.
Explore our repository by Class and Topic. Filter by "Knowledge" or "Competency" levels.
For Students. Take timed MCQ tests to check your understanding. Get instant feedback.
According to NEP 2020, rote learning is out. The focus has shifted to assessing a student's ability to apply concepts in real-life situations.
Questions derived from real-world passages to test analytical skills.
Testing the logic behind concepts, not just the definition.
Open-ended scenarios that require thinking beyond the textbook.
We provide complete AI-Powered Explanations for every question.
Index correction is a systematic error correction applied in optical experiments where the zero mark of the scale does not coincide with the actual optical center or the position of the object/image. It is required when the distance measured on the scale is not the true distance between the optical components.
In the measurement of focal length using an optical bench, the positions of the lens, object, and screen are read on a meter scale. However, the optical center of the lens or the position of the object needle may not align perfectly with the zero of the scale, necessitating an index correction to find the true distance $u$ and $v$.
Resonance tube experiments (A) involve measuring lengths, but index correction is specifically a standard term associated with optical bench experiments. Meter bridge (B) uses null points where internal resistance errors are handled differently. Simple pendulum (C) involves time period and length measurements where end corrections are used, but 'index correction' is the specific terminology for optical bench setups.
Final Answer: D