Mathematics

Mathematics, 23.10.2019 05:50, maddietomlinson113

If three points are collinear ,then they lie on the same line

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Mathematics, 02.07.2019 11:00, Vells2246

Hlp quick 15 points! theres a pic conjecture: points a, b, and c are noncollinear. is this conjecture true? no, points a and b lie on the same line, c and b lie on the same line, and a and c lie on the same line so all three points are collinear. yes. no, points a and b lie on the same line so they are collinear. no, points c and b lie on the same line so they are collinear. no, points a and c lie on the same line so they are collinear.

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Mathematics, 14.10.2019 20:00, Kataklusmos

Write the converse of the conditional statement. determine whether the converse is true or false. if it is false, find a counterexample. collinear points are on the same line. a. if the points are on the same line, then the points are collinear. true. b. if the points are collinear, then the points are on the same line. true. c. if the points are on the same line, then the points are on the same line. true. d. collinear points are on the same line. true. select the best answer from the choices provided a b c d

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Mathematics, 15.11.2019 18:31, mhayslett

Arrange the reasons for the proof in the correct order. prove: if two points are collinear, then the two points lie on the same line. a. by definition, the two lines are not collinear. b. if two points do not lie on the same line, then they are not collinear. therefore, if two points are collinear, then they lie on the same line (proof by contraposition). c. assume that the two points lie on different lines. a. a, c, b b. b, c, a c. c, a, b d. c, b, a

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Mathematics, 09.12.2019 18:31, GL1TCHED

Arrange the reasons for the proof in the correct order. prove: if two points are collinear, then the two points lie on the same line. a. by definition, the two lines are not collinear. b. if two points do not lie on the same line, then they are not collinear. therefore, if two points are collinear, then they lie on the same line (proof by contraposition). c. assume that the two points lie on different lines. a. a, c, b b. b, c, a c. c, a, b d. c, b, a

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