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the point(s) on the curve x^2-y^2=4 closet to the point (6,0) is (are)..
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It looks like a hyperbola...
Centered at the origin....
yeah i got that
A point, (a,b) has this squared distance from (6,0), \(D^{2} = (a-6)^{2} - b^{2}\)
ooooooo what do u do from there
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What is the appearance of points on the hyperbola? How about \(b^{2} = a^{2} - 4\)
wait what is the equation i use to plot it on my graphing calculator
I have no idea. Never touch the stuff.
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