For example, suppose you would like confirmation the following statement is true:
If two chords intersect on the circumference of the circle to form perpendicular line segments, then the chord which connects their other endpoints must be a diameter of the circle.
Try using GeoGebra to confirm this. First draw circle A with perpendicular chords BC and CD (note, the angle can be constrained to be exactly 90 degrees but 89.97 degrees drawn freehand will be close enough!)
Therefore a right triangle is revealed, which should be the case since angle BCD should intercept an arc of twice its angular measure, or 180 degrees.
Ask your online tutor if you can use GeoGebra and work out some geometry problems together.
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