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REGIN HAYAGAN
College Instructor
What is
MATHEMATICS?
MODULE 1
Mathemati
cs
i
n
Our World
TOPICS
Patterns and Numbers in Nature and the
World
The Fibonacci Sequence
Mathematics for Our World
Where is
Mathematics?
What role does
Mathematics
play in your world?
ACTIVITY
“A Survey for
Symmetries”
TITLE OF THE ACTIVITY:
PROCEDURE 1:
Take a tour (at least 20
minutes) outside
the room and look around the
surroundings.
PROCEDURE 2:
As you walk around, take a
close-up picture of things that
naturally exists in the place
example: a leaf, a flower, an
insect such as butterfly, a bird,
etc.
PROCEDURE 3:
After the tour, print the
pictures. Make sure that
each picture is large enough
to studied.
PROCEDURE 4:
Observe the pictures. Is there any
possible way in which you can fold the
picture such that the parts of the objects
in the picture will become identical to
each other?
PROCEDURE 5:
Once you identified a way,
Use the editor of your
gallery to mark the line of
symmetry.
PROCEDURE 6:
Sort the pictures into two
groups – one for those objects
where there is symmetry and
one for those which don’t have.
PROCEDURE 7:
Explain in your paper
the pictures you
captured, why is it a
symmetry and the one
not.
TOPIC 1:
Patterns And
Numbers
In Nature And
The World
What is a
PATTERN?
What significance
does it bring to
your everyday life?
Is it important
to know
about it?
Patterns and
Numbers
in Nature and
the World
SUBTOPIC 1:
Patterns maybe regular, repeated
or recurring forms of design. And
these patterns are occurring in
your day-today lives.
Patterns are commonly observed in
natural objects such as the six-fold
symmetry of snowflakes, the
hexagonal structure and
formation of honeycombs, the tiger's
stripes and hyena's spots, the
number of seeds in a sunflower, the
spiral of the snail's shell, and the
number of petals of flowers and
many more
It is said that humans are
hardwired to
recognize patterns, and by
studying patterns,
we discovered the underlying
mathematical principles
behind nature's design
In the general sense of the
word, patterns are regular,
repeated, or recurring forms
of design. We see patterns
every day.
EXAMPLE 1:
What comes next?
EXAMPLE 2:
12 , 16, 24, 32, 36, 48, 48, ___ , ___
What comes next?
TYPES
OF
PATTERNS
IN NATURE
an object is said to have symmetry
when it remains unchanged after
transformations such as
rotations and scaling are applied into
it.
SYMMETRY
FRACTALS
are never ending patterns that are
self-similar across different scales.
These implies that zooming in the
lens on the digital image of the object
(fractal) do not give new details.
SPIRALS
curved patterns made by
series of circular shapes
revolving around a central
point.
CHAOS
simple patterns created from
complicated underlying
behavior
SYMMETRY
What’s your
idea on
symmetry?
What is its significance
to your
day-to-day life?
Pattern indicates a sense
of structure and organization that it
seems only humans are capable
of producing these intricate, creative
and amazing formations.
It is in this perspective that some
people see an intelligent design
in the way that nature forms.
Probably, you still recall that symmetry
indicates that you can draw an
imaginary line across
an object and the resulting
parts are mirror images of each other.
This type of symmetry is known
as line or bilateral symmetry. It
is evident in most animals
including humans. The face of a
human follows this type of
symmetry. If you look on a mirror,
you will notice that the left and
right sides of your
face closely match.
SYMMETRIES
OF OUR
SURROUNDINGS
1.REFLECTION SYMMETRY
also called mirror symmetry
or line symmetry. It is made with
a line going through an object
which divides it into two pieces
which are mirror images of each
other.
ROTATIONAL SYMMETRY
also called radial symmetry.
In Biology, this kind of symmetry
is exhibited by objects when their
similar parts are regularly arranged
around a central axis and the pattern
looks the same after a certain
amount of rotation.
TRANSLATIONAL SUMMETRY
exhibited by objects which
do not change its size and
shape even if it moved to
another location.
Examples of symmetrical figures:
Can you name them?
TYPES
OF
PATTERNS
FRACTALS
are the 'never-ending' patterns
that repeat indefinitely as the pattern
is iterated on an infinitely smaller
scale. We see this type of pattern in
trees, rivers, mountains, shells,
clouds, leaves, lightning, and more.
SPIRALS
are another common pattern in nature that
we see more often in living things. Think
of the horns of a sheep, the shell of a
nautilus, and the placement of leaves
around a stem. A special type of spiral,
the logarithmic spiral,is one that gets
smaller as it goes.We see this pattern
in hurricanes, galaxies, and some seashells.
Mathemativs in the modern World.pptx
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