Practice Examples

Congratulations !
Start with the following examples below solve them on your notebooks
[img]data:image/png;base64,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[/img][br][img]data:image/png;base64,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[/img][br][img]data:image/png;base64,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[/img]
Challenging Question: Optional task (Prepare for AP CALCULUS)
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[/img]

Information: Practice Examples