This program generates complex figures made from squares, rectangles, and triangles. Practice finding the area through composition.data:image/png;base64,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 program generates complex figures made from squares, rectangles, and triangles. Practice finding the area through composition.point11point22offsetX1offsetY2magnitude3changeX11changeY22slopeangle1000point4point3111222111point11point22offsetX1offsetY2magnitudechangeX11changeY22slopeangle1000point4Badfalsepoint11point22offsetX1offsetY2magnitudechangeX11changeY22slopeangle1000point411034700simplified listsimplified figurescalar503#itemTake any number of input lists, and create a new list containing the items of the input lists. So
APPEND [A B] [C D]
where the [,,,] are lists reports the list
[A B C D]
not [[A B] [C D]].11111Reports a new list containing the items of the input list, but in the opposite order.1inputresultReports a new list whose items are the same as in the input list, except that if two or more equal items appear in the input list, only the last one is kept in the result.1LABEL 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.de:drucke _ in Größe _
Hello!12de:ist _ leer?
de:behalte Elemente, die _ aus _
1de:für jedes _ von _ _
de:Zahlen von _ bis _
1101de:wende _ an auf _
1That's not quite right. Try breaking the shape into smaller bits.total correct1next11-160-95practice areadata:image/png;base64,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,04,40,40,0-4,4-4,08,4-8,08,0160-8,41208,84,8408Infinity4-Infinity4-InfinityGood Job!2Now can you find the area of this complex shape?Good Job!215,4,445,0,40