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Find the midpoint of segment P Q if P(2, 7) and Q(10, 13)? Answer (-10, -6) (-6, -10) (10, 6) (6, 10)
The midpoint of segment P Q if P(2, 7) and Q(10, 13) is (6, 10). M = [(x1+x2)/2, (y1+y2)/2]; M = [(2+10)/2, (7+13)/2]; M = (12/2, 20/2); M = (6, 10)
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Asked 8/14/2013 2:34:11 PM
Updated 11/30/2014 7:14:20 AM
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The midpoint of segment P Q if P(2, 7) and Q(10, 13) is (6, 10). M = [(x1+x2)/2, (y1+y2)/2]; M = [(2+10)/2, (7+13)/2]; M = (12/2, 20/2); M = (6, 10)
Added 11/30/2014 7:14:20 AM
This answer has been confirmed as correct and helpful.
Confirmed by andrewpallarca [11/30/2014 7:16:09 AM]
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The equation x equals negative one-twelfth times y squaredrepresents a __________. Answer parabola circle hyperbola ellipse
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Updated 7/2/2014 2:08:28 AM
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The equation x equals negative one-twelfth times y squared represents a Parabola.
x = -1/12y^2
y^2 = -12x which is a parabola.
Added 7/2/2014 2:08:28 AM
This answer has been confirmed as correct and helpful.
Confirmed by jeifunk [7/2/2014 2:23:57 AM]
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