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Welcome to Prolotek's Tolerance Stackup Analysis (TSA) Challenge!
Mon Jul 24, 2023
Palani Kailash
Trainer - GD&T, TSA I Consultant I YouTuber I Blogger I Mentor I Career Coach
We are thrilled to invite you to participate in our exciting and educational series designed to boost your skills in TSA. Our TSA Challenge is a great opportunity for engineers and enthusiasts to enhance their knowledge and practical understanding of tolerance stackup analysis.
Periodically, we will present a new TSA Challenge question for you to tackle. The challenge will require you to apply your TSA expertise to find the correct answer. Once you've solved the question, simply submit your answer to Support@prolotek.com. Our team will carefully review all the responses, and correct answers will be revealed after the evaluation process.
Participating in the TSA Challenge is straightforward. Follow these steps to get involved:
Stay Tuned: Keep an eye on our website and social media platforms for the latest TSA Challenge announcements. New questions will be posted periodically.
Analyze the Question: Once a new challenge is released, carefully read and understand the problem statement. Apply your TSA knowledge and problem-solving skills to arrive at the best possible answer.
Submit Your Answer: Email your answer to Support@prolotek.com before the submission deadline. Make sure to include your contact information for acknowledgment.
Revealing Correct Answers: After the submission period closes, our experts will review all responses and reveal the correct answers. This will be a valuable moment of learning and feedback.
Share Your Questions: Feel free to submit your own TSA questions to us. If selected, we will post your question in this forum, and you'll have the satisfaction of seeing others engage with your challenge.
This is the First Challenge in this Series.
Objective: Find the Maximum and Minimum distance between edge of the Top Block to edge of the Bottom Block
Challenge Closing Date: 31 July 2023
Solution Submission: Click Here
Total Entries: 23
Correct Answers Entries: 0
Correct Answer: Max = 16mm and Min = 3mm