I am stuck with these two questions. Can someone help me.
If we find the lengths between each pair of points, how can we determine if the three points form a right triangle? (hint: a man called Pythagorus)
If we find the lengths between each pair of points, how can we determine if the three points are collinear? (hint: collinear means they are in a straight line)
A circle is the set of all points equidistant from a fixed given point called the center. The center is typically denoted as the coordinate point (h, k). Any point on the circle to the center is called a radius, we can use the distance formula to find the radius and use it to generate the Center Radius Form of the Circle. We can easily determine the center and radius of the circle to graph in this form.
The expanded form of the center radius form of a circle is called the General Form for the equation of a Circle.
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