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A 6ft tall man stands next to a 75 ft tree that casts a 200 ft shadow. How long is the man’s shadow?
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Save Big on Coursera Plus. 7,000+ courses at $160 off. Limited Time Only! Grab it Learn how to solve a practical geometry and algebra word problem involving proportions and similar triangles in this 15-minute math tutorial. Work through a real-world example calculating shadow lengths by applying mathematical principles to determine how long a shadow a 6-foot tall man casts when standing next to a 75-foot tree with a 200-foot shadow. Master problem-solving techniques useful for middle school, high school, college-level mathematics, test preparation, and teacher certification exams.

Solving Similar Triangles Word Problem - Finding Shadow Length

TabletClass Math
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