About PragatiVeer
++ We are a team of educators and engineers dedicated to re-engineering NEET/JEE preparation through the power of Artificial Intelligence. +
+ + + ++ We are a team of educators and engineers dedicated to re-engineering NEET/JEE preparation through the power of Artificial Intelligence. +
+ + + +Real-time telemetry for internal LLM orchestration nodes.
+Real-time system monitoring and agent status.
++14.2% from last month
++2,401 this week
+Based on 1.2M interactions
+1.2k added today
+Latency: 142ms
+Latency: 840ms
+Latency: 2100ms
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| #Q-8942 | +Thermodynamics | +An ideal gas undergoes an isothermal expansion... | ++ + | +|
| #Q-8941 | +Calculus | +Evaluate the integral of e^x sin(x) dx... | ++ + | +
Manage and curate the global repository for NEET/JEE.
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Configure global application variables and security protocols.
+Manage users, view engagement, and handle subscriptions.
+| Student | +Plan Tier | +Target Exam | +Tests Taken | +Joined Date | ++ |
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Physics • Section A
++ A solid cylinder of mass M and radius R is rolling without slipping down an inclined plane of angle θ. + What is the minimum coefficient of static friction μ_s required to prevent slipping? +
++ Have a question or need support? We're here to help you ace your preparation. +
+ +Deep AI-driven insights into your study patterns and test trajectories.
+Data gathering in progress...
+Complete 2 more CBTs to unlock predictive graphing.
++ Our models detect a consistent 14% accuracy drop in physics questions involving Calculus. We are adjusting your upcoming DPPs to focus heavily on integration applications in kinematics. +
+Real exam environment simulations to conquer NEET/JEE.
+{exam.date}
++ Hyper-personalized problem sets generated daily by our AI Evaluator to target your specific weak areas based on past exam performance. +
+High-yield notes, mind maps, and video lectures.
+{folder.items} Files
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Here is your daily AI-curated study plan.
+20 Questions • High Priority
+30 Questions • Revision
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Oct 24, 2026
++ Our proprietary neural network analyzes your CBT scores against 100,000+ past successful candidates to predict your All India Rank. +
+Manage your personal details and platform preferences.
++ Two identical solid spheres roll down two different inclined planes of the same height but different angles of inclination. + Which sphere reaches the bottom with greater speed? +
++ By the law of conservation of mechanical energy, the potential energy at the top is converted into translational and rotational kinetic energy at the bottom. +
++ For a solid sphere, the moment of inertia I = ⅖mr². Substitute this and ω = v/r into the energy equation. +
++ Solving for v, we get: +
++ The final speed depends only on height h and acceleration due to gravity g. It is independent of the angle of inclination. Therefore, both spheres reach the bottom with the same speed. +
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