Ant Z wants to go from the point (-1,1) to the point (2,4) by staying on the curve y = x2. How long is the distance Ant Z travels on this portion of the curve?
Determine how a trisection of an angle can be approximated using geometry software.
Determine how many different possibilities exist for the number of points of intersection of nineteen lines.
Cross a mine field in a coordinate plane without hitting any of the mines.
Play the game of “Battleship” by placing your ships in the coordinate plane. The first person to lose all of their ships has to surrender to defeat!
Write the formula for a function that will cross as many globs as possible. Graph to see how many globs are crossed over, or “smashed.”
State the new location of (x,y) after rotating it a certain number of degrees.
Describe the relationship between two areas in a given triangle.
Determine the location of a point inside a quadrilateral.
How do the coordinates of a midpoint of a segment relate to the coordinates of the endpoints?
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