Confidence intervals | Statistical inference | Sampling Distribution Explained

🎓 In this video, we solve a Confidence Interval problem involving a small sample using the t-distribution, from VTU Mathematics-III (BCS301) – Module 4: Statistical Inference 2. Question: Suppose that 10, 12, 16, 19 is a sample taken from a normal population. Find the 95% confidence interval for the population mean (μ). You’ll learn: ✅ Concept of Confidence Interval for Mean (Small Sample) ✅ Application of Student’s t-distribution when population variance is unknown ✅ Step-by-step calculation of mean, standard deviation, and t-value ✅ VTU exam-oriented explanation from Statistical Inference 2 🎯 VTU Focus: Subject Code: BCS301 – Mathematics-III Module 4: Statistical Inference 2 Topics: Confidence Limits, t-distribution, Sampling Variables Applicable for CS & Engineering (2023–24 onwards) 📚 Concepts Covered: Confidence Interval using t-distribution Calculation of Sample Mean and Standard Deviation Using t-table for 95% Confidence Level 💎 Support Us: Join our channel and get access to exclusive perks 👇 🔗    / @officialmathematicstutor   #ConfidenceInterval #TDistribution #SmallSample #StatisticalInference2 #VTUMathematics3 #BCS301 #ConfidenceLimits #VTU #EngineeringMathematics3 #VTUCS #VTU2023Syllabus #ProbabilityAndStatistics #VTUExamPreparation #Maths3VTU #VTUImportantQuestions