data:image/png;base64,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data:image/png;base64,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Updated by Firstname Lastname on 02/11/2020
1920 U7L1p4 Self-Check Tree Variations (starter file)
Week 10B: Recursion I > Unit 7 Lab 1: Trees in a Forest > Self-Check: Tree VariationsWe took this recursive tree version and changed it in different ways. Your goal is to figure out what we changed in the code. The original code and picture are shown below:Question 1
Answer: We changed the turn amount between branches. Question 2
Answer: We added additional recursive calls to the function and other angle stuff to make it all work out.Question 3
Answer: We changed the scaling factor (how much the length decreases each time).Question 4
Answer: We changed the scaling factor (how much the length decreases each time).Question 5
Answer: We changed the turn amount between each branch.LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.Hello!121datamapmany1data lists11110i121contcatchtagcontcatchtagSpriteSprite