Abeka plane geometry test 3 Questions And Answers 100% Pass
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Course
Geometry
Institution
Geometry
lar bisector of segment CD, then AB passes through the midpoint of CD. -
answertrue
if 2 adj. angles are sup. then their 2 isn't. sides are perpendicular. - answerfalse
2 triangles are congruent if 3 sides of one triangle are = respectively to three sides of the other triangle. -
answertrue
if...
Abeka plane geometry test 3 Questions And
Answers 100% Pass
When 2 st. lines are cut by a trans. and the int. angles on the same side of the trans. contain 110 degrees
and 70 degrees, the 2 lines are // - answer✔true
if a line is // to 1 of 2 perpendicular lines, it is also // to the other line. - answer✔false
if 2 angles are sup. to the same angle, they are sup. to each other. - answer✔false
the sum of 2 acute angles is an obtuse angle - answer✔false
if AB is the perpendicular bisector of segment CD, then AB passes through the midpoint of CD. -
answer✔true
if 2 adj. angles are sup. then their 2 isn't. sides are perpendicular. - answer✔false
2 triangles are congruent if 3 sides of one triangle are = respectively to three sides of the other triangle. -
answer✔true
if only 2 angles of a triangle are =, it will logically follow (not necessarily in one step) that the triangle is
isos. - answer✔true
if 2 adj. angles are complementary, a side of one of the angles is perpendicular to a side of the other
angle. - answer✔true
if 2 sides of a triangle are unequal, the angle opposite the greater side is the smaller angles. -
answer✔false
list 5 reasons for proving two triangles are congruent. - answer✔SSS, SAS, ASA, LA, LL
list 3 general ways to prove that 2 angles are =, excluding the definition. - answer✔CPCTE, vert. angles,
alt. int. angles of // lines
what must 2 angles share in common in order to be called adj? - answer✔same vertex and same side
between them
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