Categories Geometric Measurement and Dimension Geometry High School: Geometry Pythagorean Theorem Quadrilaterals Similarity, Right Triangles and Trigonometry Baseball Fields and Geometry Post author By mpershan Post date November 7, 2012 1 Comment on Baseball Fields and Geometry What made this question hard for the student? How come they got it wrong? Why did the student get it wrong in this particular way? Today’s submission comes from Tina Cardone, who blogs at Drawing On Math. Share this:EmailPrint ← Classic Mistakes: Adding Fractions → Subtraction Mistake One reply on “Baseball Fields and Geometry” Preservice teachers took a go at this: student knows Pythagorean identity, but misapplies it. They believe the student cheated, mistaking 159 for 156, and then backwards reasoned to get values. They were totally mystified by sqrt(90)=6.05 and sqrt(180)=6.59. They used trig to get the answer, not being too familiar with 30-60-90 triangles. Comments are closed.