Chap 3 - lines, angles, shapes Flashcards

1
Q

define supplementary

A

add up to 180

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2
Q

define complimentary

A

add up to 90

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3
Q

angle of circle

A

360

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3
Q

define vertex

A

where 2 lines meets, the angle point

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4
Q

define perpendicular

A

intersect as 90

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5
Q

define vertically opp angles

A

opp angles are same

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6
Q

define parallel

A

-lines that never meet
-have arrows

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7
Q

define corresponding angles

A

same angles on diff lines

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8
Q

define alternate interior angles

A

same angles inside Z shape

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9
Q

define alternate exterior angles

A

-same angles outside Z shape
-vertically opp of alternate interior angles

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10
Q

define co-interior angles

A

-angles in Z add up to 180 (supplementary)
-C shape

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11
Q

define revolution

A

360, full circle

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12
Q

define obtuse angle

A

over 90, less 180

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13
Q

define reflex

A

more 180, less 360

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14
Q

define straight line

A

180

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15
Q

define right angle

A

90

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16
Q

how to name angles

A

vertex in middle btw ends

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17
Q

define acute angle

A

less 90

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18
Q

how to measure angles

A

-use protractor
-make a straight line from vertex if needed

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19
Q

define angles around a point

A

they all add up to 360

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20
Q

define scalene triangle

A

-no equal sides
-no equal angles

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21
Q

define isosceles triangle

A

-2 equal side lengths
-angles at bases are equal

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22
Q

define acute trangles

A

-all angles< 90

22
Q

define equilateral triangle

A

-equal sides
-equal angles

23
define right angled triangles
-1 angle is 90
24
define obtuse triangles
-1 angle is >90
25
angle in triangle
180
26
Exterior Angles Theorem
a + b + c= 180 x= a + b c= 180 - x -exterior angles is equal to sum of opp interior angles
27
define regular
all sides and angles equal
27
define bisect
cut exactly in half
27
formula of exterior angles of regular polygons
360 / n n = no. sides
28
formula of interior angles of regular polygons
180 ( n -2 ) n = no. sides
29
define polygon
a shape with 3 or more straight sides
30
define concave polygons
a polygon with at least 1 interior angle over 180 -cannot be triangle
31
define convex polygons
polygon with all interior angles less than 180
32
is a circle a polygon
no
33
can a triangle be a concave polygon
no, concave polygons require 4 sides as one of the angles have to be above 180
34
properties of parallelogram
-diagonals bisect each other -opp angles equal -opp sides equal and parallel
35
properties of rectangle
-diagonals equal and bisect each other -all angles 90 -opp sides equal and parallel
36
properties of square
-diagonals equal, bisect angles and each other at 90 -all angles 90 -all side equal
37
properties of rhombus
-diagonals bisect angles and each other at 90 -opp angles equal -opp sides parallel -all side equal
38
properties of trapezium
-1 pair of parallel sides
39
properties of kite
-diagonals bisect angles and intersect at 90 -1 pair of opp angles are equal -2 pairs of equal adjacent sides
40
2 types of trapezium
-isos. trap. -perpendicular trap.
41
relationship of rectangle and square
-square is a rectangle but rectangle is not a square
42
how to find sum of interior angles in a polygon
-from 1 point draw lines to other points inside the polygon -180 x no. triangles found
43
polygon name with: 5, 6, 7, 8, 9, 10 sides
-pentagon -hexagon -heptagon -octagon -nonagon -decagon
44
define circumference
perimeter of circle
45
define diameter
straight line from side to side of circle passing through center
46
define radius
straight line form 1 side of circle to center
47
define minor arc
arc less than 180
48
define major arc
arc more than 180
49
define minor sector
sector with central angle less than 180
50
define major sector
sector with central angle more than 180
51
define minor segment
part btw a chord and a minor arc
52
define major segment
part btw a chord and a major arc
53
define chord
straight line from side to side of circle without passing through center