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This calculus video tutorial explains how to solve the shadow problem in related rates. A 6ft man walks away from a streetlight that is 21 feet above the ground at a rate of 3ft/s. At what rate is the length of the shadow changing? • Related Rates - Free Formula Sheet: • https://www.video-tutor.net/calculus-... • Calculus 1 Final Exam Review: • • Calculus 1 Final Exam Review • ______________________________ • Introduction to Limits: • • Calculus 1 - Introduction to Limits • Derivatives - Fast Review: • • Calculus 1 - Derivatives • Introduction to Related Rates: • • Introduction to Related Rates • Derivative Notations: • • dy/dx, d/dx, and dy/dt - Derivative N... • Related Rates - The Cube: • • Related Rate Problems - The Cube - Vo... • __________________________________ • Inflated Balloon Melting Snowball: • • Related Rates - Inflated Balloon Me... • Gravel Dumped into Conical Tank: • • Related Rates - Gravel Dumped Into Co... • Related Rates - Area of a Triangle: • • Related Rates - Area of a Triangle • Related Rates - The Ladder Problem: • • Related Rates - The Ladder Problem • Related Rates - The Distance Problem: • • Related Rates - Distance Problems - A... • ____________________________________ • Related Rates - Airplane Problems: • • Related Rates - Airplane Problems • Related Rates - The Shadow Problem: • • Related Rates - The Shadow Problem • Related Rates - The Baseball Diamond Problem: • • Related Rates - The Baseball Diamond ... • Related Rates - The Angle of Elevation Problem: • • Related Rates - Angle of Elevation Pr... • Related Rates - More Practice Problems: • • Related Rates - Conical Tank, Ladder ... • _________________________________ • Final Exams and Video Playlists: • https://www.video-tutor.net/ • Full-Length Videos and Worksheets: • / collections

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