Unit 3 Assesement The graphing caculator that can draw the quadratic and cubic function Yue Chen partner: Mark Sharland. 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

10

1datamapmany1data lists

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!12

1

1

110i

121

cont3

catchtag

cont

catchtag

1101

1

i-1010i1true

i-1010i1true

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