32277787
Beschreibung
Mindmap von Maaka Pakaa, aktualisiert more than 1 year ago
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Erstellt von Maaka Pakaa
vor etwa 3 Jahre
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Arrows
- Formulaic: Uses the number of directions of each
arrow in a frame and a formula to determine how
many colours there are of the arrows
- If there are n number of
directions there is n-1
numbers of colours
- If there are n number of
directions there is n-2
numbers of arrows
- If there are n number of
directions there is n-1
numbers of colours
- Orientation: The orientation of the arrows and an additional
shape (triangle) is the basis of the rule
- There are 5 arrows that point in all directions
except one. The triangle present is facing in the
direction that the arrows did not point towards
- There are 4 arrows that point in all directions
except one. The triangle present is facing in the
direction that the arrows did not point towards
- There are 5 arrows that point in all directions
except one. The triangle present is facing in the
direction that the arrows did not point towards
- Rotation: The arrow is rotated 90 degrees from where
the triangle is pointed. There is always a shape of a
particular colour at the bottom of the frame
- The arrow is rotated
90 degrees clockwise
from where the
triangle is pointed.
There is always a
black circle in the
bottom left corner
- The arrow is
rotated 90
degrees
anticlockwise
from where the
triangle is
pointed. There is
always a white
circle in the
bottom left
corner
- The arrow is rotated
90 degrees clockwise
from where the
triangle is pointed.
There is always a
black circle in the
bottom left corner
- Constant: There is a constant arrow colour(s)
pointing in a particular direction
- There is always
1 white arrow
pointing to the
right
- There are always
2 black arrows
pointing left
- There is always
1 white arrow
pointing to the
right
- Formulaic: The number of one type of shape is
equal to that of another
- The number of
upwards
facings
arrowheads
equals the
number of
shapes
- The number of
upwards facing
arrowheads is
equal to 1 less
than the number
of shapes
- The number of
upwards
facings
arrowheads
equals the
number of
shapes
- Formulaic: The number of a
particular type of arrow is
greater than that of another
- There are more
black arrows
than grey arrows.
White arrows and
direction are
distractors
- There are more
grey arrows than
black arrows.
White arrows and
direction are
distractors
- There are more
black arrows
than grey arrows.
White arrows and
direction are
distractors
- Formulaic: There is a specific number of arrows for a
particular shape(s)
- For every triangle,
there are 2 arrows
pointing upwards.
For every circle
there is one arrow
pointing
downwards
- For every triangle,
there are 2 arrows
pointing
downwards. For
every circle there is
one arrow poiting
upwards
- For every triangle,
there are 2 arrows
pointing upwards.
For every circle
there is one arrow
pointing
downwards
- Constant: There is a certain number of arrows
facing a particular direction. A triangle is always
present
- There are 6
arrows with 2 of
them facing left.
There is a
triangle in the
bottom left
corner
- There are 6 arrows
with 2 of them
facing right. There
is a triangle in the
bottom right
corner.
- There are 6
arrows with 2 of
them facing left.
There is a
triangle in the
bottom left
corner
- Constant: Arrows facing a particular direction,
regardless of what the other arrows do
- There are 4 triangles each
containing 3 arrows. The
arrows in the bottom left
triangle all face inwards
- There are 4 triangles
each containing 3
arrows. The arrows in
the bottom right
triangle all face
inwards
- There are 4 triangles each
containing 3 arrows. The
arrows in the bottom left
triangle all face inwards
- Formulaic: The number of arrows determines how many
shapes are present
- The number of
upwards facing
arrows equals the
number of shapes
- The number of
upwards facing arrows
is 1 less than the
number of shapes
- The number of
upwards facing
arrows equals the
number of shapes
- Formulaic: The number of arrows pointing a particular
direction affects the number of arrows pointing another
direction
- The number of
upwards facing
arrows is equal to
the number of
downwards facing
arrows
- The number of
left-facing arrows is
equal to the number of
right-facing arrows
- The number of
upwards facing
arrows is equal to
the number of
downwards facing
arrows
- Formulaic: The number of arrows facing a particular
direction affects the number of arrows facing another
direction
- The number of arrowheads
facing left equals the number of
arrowheads facing right.
Arrowheads up or down are
distractors
- The number of arrowheads
facing upwards equals the
number of arrowheads facing
downwards. Arrowheads facing
left and right are distractors
- The number of arrowheads
facing left equals the number of
arrowheads facing right.
Arrowheads up or down are
distractors
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