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If all of the interior angles of a triangle are less than 90 degrees, then the triangle is
2x +3y = 6
Using logic to draw conclusions based on accepted statements
acute
coplanar lines
the triangle is isosceles
False
SSA
corresponding angles are congurent
Two lines in a plane always intersect in exactly one point - Which of the following best describes a counterexample to the assertion?
2x +3y = 6
Using logic to draw conclusions based on accepted statements
acute
coplanar lines
the triangle is isosceles
False
SSA
corresponding angles are congurent
Which of the lines would be parallel to the line y - 4 = 2/3(x - 3)
2x +3y = 6
Using logic to draw conclusions based on accepted statements
acute
coplanar lines
the triangle is isosceles
False
SSA
corresponding angles are congurent
Which of the following criterion can not be used to prove triangles congruent?
2x +3y = 6
Using logic to draw conclusions based on accepted statements
acute
coplanar lines
the triangle is isosceles
False
SSA
corresponding angles are congurent
True or False: If two angles are supplementary, then they are adjacent.
2x +3y = 6
Using logic to draw conclusions based on accepted statements
acute
coplanar lines
the triangle is isosceles
False
SSA
corresponding angles are congurent
If two lines are parallel and cut by a transversal, which is not a possible conclusiont
2x +3y = 6
Using logic to draw conclusions based on accepted statements
acute
coplanar lines
the triangle is isosceles
False
SSA
corresponding angles are congurent
Which of the following best describes deductive reasoning?
2x +3y = 6
Using logic to draw conclusions based on accepted statements
acute
coplanar lines
the triangle is isosceles
False
SSA
corresponding angles are congurent
If two angles of a triangle are congruent, then
2x +3y = 6
Using logic to draw conclusions based on accepted statements
acute
coplanar lines
the triangle is isosceles
False
SSA
corresponding angles are congurent
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