1) The document discusses personal experiences with numeric and geometric patterns from several individuals. It provides examples of numeric patterns like Fibonacci sequences and explains geometric patterns as repeating shapes and lines.
2) Numeric patterns are sequences that follow specific rules while geometric patterns use repeating shapes. Examples of numeric patterns in daily life are phone apps and keys while tiger stripes demonstrate geometric patterns.
3) Identifying patterns involves analyzing sequences and relationships according to mathematical rules. Geometric patterns are found in art, architecture, and nature in designs like wallpaper, spirals, and fractals. Everything from words to daily activities can demonstrate numeric and geometric patterns.
2. • Group Leader
• Alonzo N. Apolinario Jr.
• Group Member
1. Serwin M. Mantana
2. Romel Locinicio
3. Christian Dave Gaba
4. Gerrald Necesario
5. Reniel Edonga
3. • Personal Experience by Mr. Romiel Locinicio in his life.
• Numeric patterns – It has been simple ways , but because of our senses was limited
and I or we can’t understand it. Which everything that is numeric pattern that makes
an creation, in everything’s around of us having a patterns on how to deal with it,
even I was holding my phone which have an numeric pattern in a keywords shapes
and numbers of apps.
• Geometric Pattern – For me, it confirms the existences of something far greater than
ourselves that is why I or we are on adios life journey. Which to explore and
learned of who we are, where did I came from, and where are going for this goal. It
shows us the quality of being interconnectedness to our unique and by individual
differences in order to demonstrates on how are we, I organizing as a whole which
beyond I understanding.
4. • Personal Experience by Mr. Gerald Necesario in the situation how to know the
specific rules and identify the Numeric and geometric patterns.
• Numerical pattern is a sequence of numbers that grows or repeats according to its
specific rule. There are some type of numerical patterns and one of this that are very
common to us is the Fibonacci sequence. In Fibonacci sequence were obtained by
adding together to get the next answer like 1 1 2 3 5 8 13 21. To get 2 you have to
add the 1 and 1 to get 3 you have to add 1 and 2 and so on. In order to identify the
sequence of numerical pattern, you have to analyze the given sequence so that you
will be able to answer and solve the problem in numerical pattern.
5. • Geometric pattern is the pattern where shapes and lines repeating or altered to
create a cohesive design. When we say geometric, it is a kind of a design. It will be
characterized with regular lines and shapes and when we say pattern it is repeated
decorative design or a model, that’s why geometric pattern is a repeating of shapes
and lines. Example for this is tiger stripes or tiger coat.
6. • My classmate Chrisian gaba says the pattern are rules in mathematics operation to
describe the relationship of numbers.
• Numerical pattern: a numerical patterna sequence of numbers that has been created
based on a rule called a pattern rule. Pattern rules can use one or more
mathematical operations to describe the relationship between consecutive
numebers in the sequence.
• Geometric pattern: the islamic geometric patterns derived from simpler designs
used in earlier cultures greek roman they are one of three form of islamic decoration
the others being the arabesque based on curving and branching plant forms and
islamic colligraphy all three are frequently used together.
7. • Mr. Reniel Edonga experience the patterns in making the design the regularities in the
world.
• Numeric pattern
• What are Number Patterns? In Mathematics, number patterns are the patterns in which
a list number that follows a certain sequence.In a geometric sequence we find a
number pattern with a constant ratio. This means that we can multiply or divide with
the same number .Numeric pattern belongs all number that we can multiply or
devide in same number
• Geometric pattern
• A pattern is a regularity in the world, in human-made design, or in abstract ideas. As
such, the elements of a pattern repeat in a predictable manner. A geometric pattern is a
kind of pattern formed of geometric shapes and typically repeated like a wallpaper
design Various examples of patterns Any of the senses may directly observe patterns.
Conversely, abstract patterns in science, mathematics, or language may be observable
only by analysis.
8. • . Direct observation in practice means seeing visual patterns, which are widespread
in nature and in art. Visual patterns in nature are often chaotic, rarely exactly
repeating, and often involve fractals. Natural patterns include spirals, meanders,
waves, foams, tilings, cracks, and those created by symmetries of rotation and
reflection. Patterns have an underlying mathematical structure;[1] indeed,
mathematics can be seen as the search for regularities, and the output of any
function is a mathematical pattern. Similarly in the sciences, theories explain and
predict regularities in the world.In art and architecture, decorations or visual motifs
may be combined and repeated to form patterns designed to have a chosen effect
on the viewer. In computer science, a software design pattern is a known solution to
a class of problems in programming. In fashion, the pattern is a template used to
create any number of similar garments.
9. • Mr. SERWIN MANTANA PERSONAL EXPERIENCE THE PATTERN IN THE NATURE.
• NUMERIC PATTERN
• The Numeric patterns are numbersthat follow a specific sequence or a certain rule,
thus having a pattern. These patterns often helpin the field of Mathematics,
especially in detecting patterns that occur in nature. Patterns andsequences can also
be used to describe and define relationships between consecutive numbers in the
sequences by using one or more mathematical operations. Therefore,
understanding thepattern rule will allow you to extend the pattern, which means
that it could be useful indetermining which numbers would come next in the
sequence. Hence, this makes one’s way ofpredicting more rational and it also
improves problem-solving skills by looking at a patternsystematically, generating a
broader solution to a problem.
10. • GEOMETRIC PATTERN
• The geometric pattern is a kind of pattern formed of geometric shapes and typically
repeated like a wallpaper design.Any of the senses may directly observe patterns.
Conversely, abstract patterns in mathematics or language may be observable only
by analysis. Direct observation in practice means seeing visual patterns, which are
widespread in nature and in art. Visual patterns in nature are often chaotic, rarely
exactly repeating, and often involve fractals.
11. • For me Alonzo N. Apolinario Jr. My experience in numeric pattern rules my way of
life, every words has a pattern. In we eat, what we walk, what we see.There are
always a pattern. tternrn rules can use one or more mathematical operations to
describe the relationship between consecutive numbers in the sequence.
• Base on my own experience Geometric pattern Is a shape . Everything that I use you
used if geometric. There are always a shape.
• Cars, dresses, house. Everything has its own shape not only the same.
