data:image/png;base64,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data:image/png;base64,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 by Firstname Lastname on 02/11/2020
1920 U7L1p1 Recursive Tree (starter file)
Week 10B: Recursion I Unit 7 Lab 1: Trees in a Forest Recursive Tree1. Building the first level:
1.1 Build this [tree 1 size ()] block. This looks ridiculously simple, but it'll get more interesting soon.
1.2 Point the sprite up, put the pen down, and run tree 1 size: 50. You should get a result like this:
1.3 Where does your sprite start? In what direction is it facing? Where does it stop? 2. Build tree 2 that uses tree 1 size: 50 as its branches.3. Describe exactly the position and direction of the sprite when the first tree 1 stops running. Why is that essential for tree 2 to work?4. Make a tree 3 block that uses the tree 2 block as branches.5. Make a tree 4 block that uses the tree 3 block as branches.6. If you like, make a tree 5 block that uses the tree 4 block. 7. This is the general idea for the recursive version of tree. Build it: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