<h2>I'm still in algebra 1 right now(due to the corrupt Math curriculum, I'm supposed to be in Geometry) and I need help on these problems. (Could be quite easy for some older people here) Please help and thanks:</h2>
<p>Write an equation or inequality that tells whether each point is inside or outside of the circle with a radius of 10 and centered at (0,0).</p>
<p>a.) (6,8) b.) (7,7) c.) (-7,-7) d.) (-6,8) e.) (-7,8) f.) (-7,-8)</p>
<p>yes there is. You learn these things more fluently in Alg. 2 for some reason I promptly forgot it in Alg. 1. The center is (0,0) correct? any conic section w/ a center of (0,0) is X squared + y squared = blank (in your case 10 squared) I hope that helps. Its the distance formula simplified.</p>
<p>Well, since it's a circle of radius 10, the only way a point can be located in it is if it is a distance of 10 or less from the center of the circle. So the hypotenuse of a triangle with sides x and y must be less than or equal to ten. Using the Pythagorean Theorum, sqrt(x^2 + y^2)<=10.</p>
<ol>
<li><p>You don't need an equation. Just get a piece of graph paper, make a point. Count 10 squares from it. Draw a circle. Then draw axes, and plot the points.</p></li>
<li><p>equation would be x^2 + y^2 = 100</p></li>
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