Geometry

Front 1

How do you name a line

Back 1

Lower case script (cursive) letter or two points contained on the line with a two headed arrow above them

Front 2

How is a point represented?

Back 2

captal letter

Front 3

Two points define a __________

Back 3

line

Front 4

What is precision?

Back 4

way to see how accurate a measurement is

Front 5

If a measurement is given as 5 3/16 how can the precision of the measurement be found?

Back 5

take 1/16 and multiply by 1/2 and add and subtract if from 5 3/16 to determine what the value is between

Front 6

If a point lies on a segment the three points are said to be _____________

Back 6

collinear

Front 7

.If A is between B and D what two segments can you add together to get length of BD

Back 7

AB+BD

Front 8

Name the point that splits segment intotwo congruent segments

Back 8

Midpoint

Front 9

if A is between B and D and AB = 8, AD = 2x+7, and BD=4x-3 find the length of BD

Back 9

33

Front 10

if B is the midpoint of AC and AB = 2x+5, and AC=30 in, What is x?

Back 10

5

Front 11

find the midpoint of (1,1) and (9,7)

Back 11

(5,4)

Front 12

How do you find the midpoint of a segment given the coordinates

Back 12

Add the x values and divide by 2 to find the x coordinate

Add the y values and divide by 2 to find the y coordinate

Front 13

if alternate interior angles are congruent the lines cut by the transversal are ___

Back 13

parallel

Front 14

if alternate exterior angles are NOT congruent the lines cut by the transversal are ___

Back 14

not parallel

Front 15

How do you find the distance between two points

Back 15

Subtract the x values and square then subbtract the y values and square the take the square root of those two values added together

Front 16

What is the midpoint of (2,1) (5,3)

Back 16

(3.5,2)

Front 17

What is the perimeter of the triangle P(0,0),Q(8,6), R(3,4)

Back 17

26.2

Front 18

what is a segment bisector

Back 18

cuts a segment into two congruent halves

Front 19

what is an angle bisector

Back 19

segment from the vertex of an angle that cuts the angle into two congruent angles

Front 20

what is the symbol for a perpendicular line

Back 20

upside down T

Front 21

angle that equals 90 degrees

Back 21

right angle

Front 22

angle that is less than 90 degrees

Back 22

acute angle

Front 23

angle that is more than 90 degrees

Back 23

obtuse angle

Front 24

two perpendicular lines for what type of angle

Back 24

right

Front 25

polygon with 3 sides

Back 25

triangle

Front 26

polygon with 5 sides

Back 26

pentagon

Front 27

polygon with 6 sides

Back 27

hexagon

Front 28

polygon with seven sides

Back 28

heptagon

Front 29

polygon with 8 sides

Back 29

octagon

Front 30

polygon that the angles and sides are all congruent

Back 30

regular

Front 31

polygon in which the diagonals are all inside the polygon

Back 31

convex

Front 32

What is a concave polygon

Back 32

polygon in which one or more diagonals is outside of the polygon

Front 33

what is the perimeter of a pentagon with side length of 4cm

Back 33

20 cm

Front 34

What is the perimeter of a regular triangle with side length of 2x+3 and 3x

Back 34

27

Front 35

non-coplanar lines that never intersect

Back 35

skew

Front 36

coplanar lines that never intersect

Back 36

parallel

Front 37

if consecutive interior angles are supplementary then the two lines are _________

Back 37

parallel

Front 38

supplementary angles

Back 38

two angles that add up to 180

Front 39

complementary angles

Back 39

two angles that add up to 90

Front 40

what are the slopes of parallel lines

Back 40

same or equal to each other

Front 41

What are the slopes of two perpendicular lines

Back 41

Negative inverses (negative reciprocalsWhat )

Front 42

What is the slope of a line with the points (-5,6) and (-3,2)

Back 42

-2

Front 43

.

Back 43

.

Front 44

a

Back 44

.

Front 45

are lines AB and XY parallel, perpendicular, or neither

X(-6,-7) Y(-3,-5) A(3,3) B(7,9)

Back 45

perpendicular

Front 46

If you work a job that pays $10 per hour plus a 10% commission on mechandise you sell. Write and equation to find your earning in a week if you sold $500 of merchandise.

How much would you earn if you worked 20 hours in that week?

Back 46

10X + 550(0.1)

$255What

Front 47

What is slope intercept form

Back 47

y-mx+b

Front 48

What is point slope form

Back 48

y-y1=m(x-x1)

Front 49

Write the slope intercept form of an equation with a slope of -2 and a y-intercept of 4

Back 49

y=-2x+4

Front 50

What is the slope intercept form of the equation for the line

m=3, and contains the point (-1,6)

Back 50

y=3x+9

Hint 50

put values given into point slope form and then rearrange into slope intercept form

Front 51

What is slope intercept for the following

x-intercept is -3, y-intercept is 1

Back 51

y=3x+1

Front 52

find the slope intercept form of the equation passing through the points (-7,9), (6,-4)

Back 52

y=-x+2

Front 53

What is the distance between the parallel lines y=x-2 and y=x+4

Back 53

4.2

Front 54

an equilangular triangle is also an example of what type of triangel

Back 54

acute

Front 55

the angles of an equilangular triangle equal _________

Back 55

60 degrees

Front 56

Triangle with a measure greater than 90 degrees

Back 56

obtuse triangle

Front 57

triangle with two sides congruent

Back 57

isosceles triangle

Front 58

triangle with three different length sides

Back 58

scalene

Front 59

what are the names of three types of congruence transformations

Back 59

rotations, reflections, and translation

Front 60

what does translation of a figure mean

Back 60

figure is moved left/right or up/down

Front 61

what does rotation of a figure mean

Back 61

figure is rotated about a fixed point

Front 62

what does reflection of a figure mean

Back 62

figure is reflected over the x or y axis

each point on the new figure is equal distant from the axis as the point on the original figure

Front 63

Where is the included side located?

Back 63

between two consecutive angles of a polygon

Front 64

Which angles of an isosceles triangle are congruent

Back 64

base angles

Front 65

What type of triangle is always equilangular

Back 65

equilateral

Front 66

what type of proof uses a coordinate plane and algebra to prove geometric concepts

Back 66

coordinate proof

Front 67

triangle ABC is an isosceles triangle. angle B is the vertex angle,AB=20x-2, BC=12x+30, and AC=25x, Find X then find the measure of each side of the triangle

Back 67

x=4, AC=100, AB=78, BC=78

Front 68

if A(0,4), B(5,4) and C(-3,-2) find the measure of the sides of the triangle. Then classify the triangle

Back 68

AB=5, BC=10, AC=square root of 45 scalene triangle

Front 69

the exterior angle of a triangle is equal to what?

Back 69

addition of the two remoter interior angles

Front 70

if triangle ABC is congruent to triangle DEF name the corresponding congruent parts

Back 70

angles A=D, B=E, C=F

sides AB=DE, AC=DF, BC=EF

Front 71

use the distance formula to determine if the two triangles are congruent

G(1,2), H(5,4), I(3,6)

J(-4,-5), K(0,3), L(-2,-1)

Back 71

not congruent

Front 72

Angles of a triangle add up to what ?

Back 72

180

Front 73

all the angles that go together to form a line = how many degrees

Back 73

180