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do hyperbolas have foci? if so how do you find them??
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al conices have foci; its the point where they ... well, do something lol
the foci of hyperbolas are nested inside the curves along the tranverse axis
ok
you find them by taking finding 'c' again but in a slightly different way
c becomes the hyp and a and b are legs this time so c = sqrt(a+b) ; a b being th ebottom numbers inthe equation
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then take a distance of c both ways from center along the transverse axis to get the foci
so i add sqrt29 (c) to the x value of the center, then subtract it?
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