HOME Answer Ch. 1 & 2 100 pts. 1.AD and DC 2.D 3.DC
Slide 4
ANSWER Ch. 1 & 2 200 pts If the diagonals of a figure are
perpendicular, then the figure is a square. Write the inverse,
converse and contrapositive and state if they are true or
false.
Slide 5
HOME Answer Ch. 1 & 2 200 pts. Converse: If the figure is a
square then the diagonals are perpendicular. TRUE Inverse: If the
diagonals of a figure are not perpendicular, then the figure is not
a square. FALSE Contrapositive: If the figure is not a square, then
the diagonals are not perpendicular. TRUE
ANSWER Ch. 1 & 2 400 pts If the measure of the supplement
of an angle is six more than three times the measure of the
complement of the angle, find the measure of the angle.
HOME Answer Ch. 1 & 2 600 pts. X = 0, Y = 57/5 OR X = 6, Y
= 9
Slide 14
ANSWER Ch. 1 & 2 700 pts If four times the supplement of an
angle is added to eight times the angles complement, the sum is
equivalent to three straight angles. Find the measure of the angle
that is supplementary to the complement.
Slide 15
HOME Answer Ch. 1 & 2 700 pts. The supplement of the
complement = 165
Slide 16
ANSWER Ch. 3 & 4 100 pts
Slide 17
HOME Answer Ch. 3 & 4 100 pts. A.AED BEC - SAS B. No
congruence C.LKM NMK - SAS
Slide 18
ANSWER Ch. 3 & 4 200 pts
Slide 19
Answer Ch. 3 & 4 200 pts. HOME
Slide 20
ANSWER Ch. 3 & 4 300 pts Name all sets of congruent
triangles.
Slide 21
Answer Ch. 3 & 4 300 pts. HOME BCE DCA
Slide 22
ANSWER Ch. 3 & 4 400 pts
Slide 23
Answer Ch. 3 & 4 400 pts. HOME X = 1 Yes it is
equilateral.
Slide 24
ANSWER Ch. 3 & 4 500 pts
Slide 25
Answer Ch. 3 & 4 500 pts. HOME (y 8) = -5(x 4) OR Y = -5x +
28
Slide 26
ANSWER Ch. 3 & 4 600 pts
Slide 27
Answer Ch. 3 & 4 600 pts. HOME Midpoints: (1, 1) (6, 2) (1,
4) It is Scalene
Slide 28
ANSWER Ch. 3 & 4 700 pts
Slide 29
Answer Ch. 3 & 4 700 pts. HOME
Slide 30
ANSWER Ch. 5 & 7 100 pts
Slide 31
Answer Ch. 5 & 7 100 pts. HOME X = 26 AEC P or CAC P
Slide 32
ANSWER Ch. 5 & 7 200 pts
Slide 33
Answer Ch. 5 & 7 200 pts. HOME Angle C = 184/9 degrees
Angle B = 1436/9 degrees
Slide 34
ANSWER Ch. 5 & 7 300 pts
Slide 35
Answer Ch. 5 & 7 300 pts. HOME Interior angle of Octagon =
135 Exterior Angle of Pentagon = 72
Slide 36
ANSWER Ch. 5 & 7 400 pts
Slide 37
Answer Ch. 5 & 7 400 pts. HOME KT = 240
Slide 38
ANSWER Ch. 5 & 7 500 pts
Slide 39
Answer Ch. 5 & 7 500 pts. HOME 81 < x < 143
Slide 40
ANSWER Ch. 5 & 7 600 pts
Slide 41
Answer Ch. 5 & 7 600 pts. HOME X = 150
Slide 42
ANSWER Ch. 5 & 7 700 pts
Slide 43
Answer Ch. 5 & 7 700 pts. HOME Equilateral
Slide 44
ANSWER Ch. 8 100 pts
Slide 45
Answer Ch. 8 100 pts. HOME BD = 15/7 DE = 39/7
Slide 46
ANSWER Ch. 8 200 pts
Slide 47
Answer Ch. 8 200 pts. HOME X:Y = 43:5
Slide 48
ANSWER Ch. 8 300 pts
Slide 49
Answer Ch. 8 300 pts. HOME QZ = 27/11 YZ = 72/11
Slide 50
ANSWER Ch. 8 400 pts 7
Slide 51
Answer Ch. 8 400 pts. HOME X = 6 Y = 21
Slide 52
ANSWER Ch. 8 500 pts
Slide 53
Answer Ch. 8 500 pts. HOME X = 6, Y = 16 Perimeter = 42
Topics Chapters 3 & 4 I.Proving Triangles Congruent a)SAS,
SSS, ASA, AAS, HL-Postulate II.CPCTC III.Intro to circles all radii
are congruent IV.Medians, Altitudes, Angle bisectors V.Overlapping
triangles VI.Types of triangles a)Angle classification acute,
right, obtuse b)Side classification scalene, isosceles, equilateral
VII.If sides then angles VIII.Midpoint formula IX.Drawing a diagram
to fit a proof X.Supplementary and congruent angles are right
XI.Equidistance Theorem XII.Slope XIII.Equations of Lines
XIV.Systems of Equations
Slide 74
Chapter 5 and 7 I.Parallel Lines II.Angles associated with
parallel lines III.Properties of Quadrilaterals I.Parallelograms
II.Rectangles III.Squares IV.Rhombuses V.Kites VI.Trapezoids,
Isosceles Trapezoids IV.Regular Polygons V.Interior angles of
regular polygons VI.Exterior angles of regular polygons VII.Midline
theorem VIII.No Choice Theorem IX.Exterior Angle Equality
(triangles)
Slide 75
Chapter 8 I.Ratios and Proportions II.Similar Triangles
I.Proving Similar Triangles II.Corresponding sides of similar
triangles are proportional III.Corresponding angles of similar
triangles are congruent III.Side Splitter Theorem IV.Train Tracks
Theorem V.Angle Bisector Theorem
Slide 76
Chapter 9 Radicals and Factoring Circles Altitude on Hypotenuse
Thm Pythagorean Theorem Pythagorean Triples Special Right triangles
(30-60-90) (45-45-90) Trigonometry