Lesson 8

1. Lesson 8

1.7. Explore 4

Mathematics 20-2 M2 Lesson 8

Module 2: Logic and Geometry

 
Lesson Assignment
 

assignment
Complete question 2 of the Lesson 8 Assignment that you saved to your course folder.


This photo is of a man walking on a treadmill.

© Hocoma. Reproduced with permission.

If the lines in a design or final product are not parallel but are supposed to be, the design or final product has to be adapted or changed. Think about the consequences of a set of parallel bars used to help rehabilitate a patient that have not been setup parallel. It is crucial that the bars are actually parallel to one another. The safety of the patients depends on it.

 

Barbara is an occupational therapist. One of her responsibilities is to ensure that the parallel bars used by patients are actually parallel. Her preferred strategy is to lay a metre-stick across the top of the bars. She then measures some of the angles formed when the metre-stick intersects the bars. Barbara checks for accuracy by moving the metre-stick to a different position and having it intersect the bars at a different angle. A sketch of her measurements is shown.

 

This is an illustration of two metre-sticks placed across a set of parallel bars. One metre-stick shows angle measurements of 75 degrees, 77 degrees, 103 degrees, and 105 degrees. The other metre-stick shows angle measurements of 62 degrees, 64 degrees, 116 degrees, and 118 degrees.

 

Barbara believes that, based on her angle measurements, the bars are parallel to one another.