cro 12 ;; 12 turtles were created, so 360 ----- = 30 degrees per turtle 12 fd 10 ;; length of the hypotenuse ;; the turtle with WHO number 2 has a heading of 60 degrees... ;; the angle formed by the right triangle with one leg ;; on the xaxis is 90 - 60 = 30 degreesThe TANGENT SOLUTION to this problem (without using Sine or Cosine).
Note that the Pythagorea theorem can be and is used after finding out the length of one of the legs using the TANGENT.
Solution to the TEN QUESTIONS: 1025AirplaneStar.pdf - see #9 and #10 solved using only TANGENT on pages EEE, FFF, and GGG.