Today we explored 2 ideas closely related- segment addition postulate and angle addition postulate. The main idea behind both of these concepts is that “The sum of the pieces equals the whole!” Here are the notes for 1.3 and 1.4, as well as the warm-up on distance formula. We also had 2 assignments, #5 page 21 #19-39 (odd) and #6 page 29 #17, 21, 26-37 (all), 61-79 (o).
Coming Up:
- Benchmarks 1 and 2 Retake on Tues/Wed (4/5)
Posting for Points Question:
The Segment and Angle Addition Postulates show us that the sum of the parts equals the whole thing. We looked at some examples with a point between two other points or a point in the interior of an angle and wrote an algebraic expression to solve for a variable. Create your own example (2 small parts add to the whole thing) and give your problem and solution. You may want to write/work it out on paper before posting. I have given two examples below.