_graphing-and-properties-of-circles.jpg "Graphing and Properties of Circles from graphing meaning Video Screenshot Preview")
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⏲ Duration: 3 min 55 sec
✓ Published: 01-Oct-2012
✓ Published: 01-Oct-2012
Description:
Conic Sections: Graphing and Properties of CirclesnnThe equation of a circle is simple when you look at a circle centered at the origin, (0,0). When the circle has its center elsewhere, then you appreciate the full meaning of (h,k). The tricky thing with this equation is that the formula has negative signs...so watch out! Because of the minus sign in the standard formula, when the equation says x+5, remember h = -5 ... that is ... negative 5. Remember that practice is your friend, repeat this as
Conic Sections: Graphing and Properties of CirclesnnThe equation of a circle is simple when you look at a circle centered at the origin, (0,0). When the circle has its center elsewhere, then you appreciate the full meaning of (h,k). The tricky thing with this equation is that the formula has negative signs...so watch out! Because of the minus sign in the standard formula, when the equation says x+5, remember h = -5 ... that is ... negative 5. Remember that practice is your friend, repeat this as
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