Exam 11: Analytic Geometry
Exam 1: Preliminary Concepts23 Questions
Exam 2: Line and Angle Relationships35 Questions
Exam 3: Parallel Lines80 Questions
Exam 4: Triangles79 Questions
Exam 5: Quadrilaterals94 Questions
Exam 6: Similar Triangles71 Questions
Exam 7: Circles78 Questions
Exam 8: Locus and Concurrence51 Questions
Exam 9: Areas of Polygons and Circles77 Questions
Exam 10: Surfaces and Solids79 Questions
Exam 11: Analytic Geometry85 Questions
Exam 12: Introduction to Trigonometry66 Questions
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Which formula would be applied to prove the theorem, "The diagonals of a rectangle are congruent.?"
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For the equation
, find in the form
an equivalent equation
in which the coefficient (multiplier)of x is the number -9.


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In Cartesian space, the direction of the line
is represented by the vector
or any nonzero multiple of this vector.


(True/False)
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Using rectangle HJKL as shown, what type of quadrilateral is determined by joining the midpoints of the sides of HJKL in order?
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In Cartesian space, the point (0,6,0)lies 6 units above the origin.
(True/False)
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To show analytically that two lines are parallel, one applies the Slope Formula.
(True/False)
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The line through the points ( a , 3)and (4, -1)is perpendicular to the line
. Determine the value of a .

(Multiple Choice)
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What type of triangle has vertices at (-a,0), (a,0), and (0,b)?
(Multiple Choice)
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In the form
, find the equation of the line that is the perpendicular- bisector of the line segment that joins (0,0)and (2 a ,2 b ).

(Multiple Choice)
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According to the Midpoint Formula, the midpoint of the line segment that joins
(
)and (
)is
.



(True/False)
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If midpoints are involved in a proof, then a general point should be represented by (
).

(True/False)
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Find the y-coordinate of point X = (4,?), a point that lies on the graph of the equation
.

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Find the point of intersection for the lines that are the graphs of
and
.


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Find the slope of any line that is perpendicular to the line
.

(Multiple Choice)
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Find the slope m and value of b at the y -intercept (0, b )for the graph of the equation
.

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The line that contains (
)and (6, b )has slope
.
Find the value of b .


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