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[/img][br][size=150]Over the course of a day:[/size][br][br]What is the farthest apart the two tips get?
What is the closest the two tips get?
Are the two tips ever exactly five centimeters apart?
Decide if triangles with the following side lengths are acute, right, or obtuse. In right or obtuse triangles, identify which side length is opposite the right or obtuse angle.[br][br][math]x=15[/math], [math]y=20[/math], [math]z=8[/math]
[math]x=8[/math], [math]y=15[/math], [math]z=13[/math]
[math]x=17[/math], [math]y=8[/math], [math]z=15[/math]
[img]data:image/png;base64,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[/img]