a. What is given? What is known? b. What is the goal? What is the unknown? c. How can you use a. to get to b., perhaps involving the Pythagorean Theorem? Write down what you know. Draw pictures. In this case, draw the BEFORE and the AFTER, i.e. before the 2 second wait and after the 2 second wait. i. What do you know BEFORE the 2 second wait? Draw a picture. ii. What do you know AFTER the 2 second wait? Draw another picture, or elaborate on your first picture. There is a way to get what you need from these two!
Try solving the above problem using SOH, CAH, TOA trigonometry too. Its useful to solve a problem in several ways to learn many approaches.
Fall 2014 Practice: NetLogo turtles questions 1 and 2 Worksheet/Homework on the show the output questions. Due on Thursday, Feb 18th, 2014.
1. a. coordinates for turtle #0 b. coordinates for turtle #1 and show work step by step, justify answer. c. coordinates for turtle #2 d. coordinates for turtle #3 e. what is the mysteryDistance for the set mysteryDistance ___________ fill in the blank command? 2. a. ... the four headings are: turtle #0 turtle #1 turtle #2 turtle #3 b. ... how many degrees total will each turtle have turned ... c. Where will each and every turtle be facing or "pointing" ...? List the four headings again: turtle #0 turtle #1 turtle #2 turtle #3
Square instead of circle: Eight turtles forming eight graphics handles and a rectangle instead of a CIRCLE
What is the square root of (3 squared plus 4 squared)? 2 2 2 Why do odd turtles travel FD square root of 128? 5 = 3 + 4 If EVEN turtles travel FD 8, and if 2 2 2 8 = 64 and 8 + 8 = 128 ... ... Look at and play with the NetLogo example!