Help!!!
Circle Conjectures Project You have been hired to work for the great Euclid, Father of Geometry. While working for him, you will be asked to explore different principles related to circles. He is depending on you to determine some “truths” regarding line segments and circles so that he can teach others. Your job is to experiment with different types of circles and lines by following sets instructions, and then write the truths, or conjectures, that go with your experiment. You must use the correct vocabulary, be patient and cautious in your work, keep labels and measurements accurate, and show all of your work…after all, Euclid’s reputation is at stake! TASK: Relationship of a tangent line and the radius drawn to a point of tangency. Experiment Procedure: Construct a circle with a set radius length, record in cm. Label the center O. Using a straightedge, draw a line segment SR that appears to touch the circle at only ONE point. Label the point of tangency T. Construct OT. Measure and record length. Use your protractor to measure the angles at T. Record your measurements in the table below. Repeat with FOUR different sized circles.
@563blackghost @agent0smith @Gokuporter @Hero @jhonyy9
what are you unclear on?
Im having trouble with all of it.
just start by drawing a circle using a compass or protractor
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Like that?
yeah, but if you're using paper, make sure to use the right tools
(like, don't just estimate, use a compass)
if you don't have one, just grab something with a round base
I half to do it online. Im homeschooled.
oh ok, then you're good
now label the center "O"
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make sure to draw the actual point like this
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oh ok i got ya.
now, draw a line SR that touches the circle on the edge
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no, it needs to touch the circle
oh ok hold on
|dw:1462490078199:dw| like this?
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