Suppose the standard deviation for Problem is unknown but the mean is still 22 feet. If 72.4%
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Suppose the standard deviation for Problem is unknown but the mean is still 22 feet. If 72.4% of all U.S. Class A warehouses have a clear height greater than 18.5 feet, what is the standard deviation?
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Let X be the random variable given in this problem Height of US Class A warehouses ...View the full answer
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Vishal Bandi
My teaching career started when I was in first year college, where i was a part of team which taught local kids in Pilani. I was really good with Math since young and hence I went ahead to join that team where I had to teach a class 12 student with her Math (it was mostly calculus that I taught her). It gave me immense satisfaction on knowing that she cracked her 12th exams with a really good score and ended up getting a MSC degree offer at BITS itself. I continued taking time out every single day to teach kids at Pilani throughout my 4 years. Later i joined a PG program in Big Data Engineering where I was helping out fellow students of the course which further increased my love for teaching. Since then I never looked back and took up teaching full time for neighboring kids and a couple of online forums on social media. I have been online tutoring for students (mostly classes 10 to 12 and bachelors) for more than 3 years now. Being good with math, I always was able to help students with Calculus, Statistics, R programming and a couple of Math focused courses in Electrical Engineering. I like one to one based tutoring compared to the written lessons because it gives the students an opportunity to discuss and get their doubts resolved there itself, however I do understand that students sometimes would want the written explanations and I am pretty flexible on switching between these two options. Given a chance I would love to share my experience and expertise with students of SolutionInn and help them improve not only their grades but their conceptual understanding as a whole.
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Related Book For
Business Statistics for Contemporary Decision Making
ISBN: 978-0470910184
6th Edition
Authors: Ken Black
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