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 Page 1


Patterns with multiplication, tables, and graphs
P a ttern
Page 2


Patterns with multiplication, tables, and graphs
P a ttern
Knowing the                  will help in figuring 
out the next number in the                    , filling in
the blank spaces in a table, and making
                         on the graph.
p a t t e r n
s e q u e n c e
p r e d i c t i o n s
Page 3


Patterns with multiplication, tables, and graphs
P a ttern
Knowing the                  will help in figuring 
out the next number in the                    , filling in
the blank spaces in a table, and making
                         on the graph.
p a t t e r n
s e q u e n c e
p r e d i c t i o n s
What's next in the
sequence?
Page 4


Patterns with multiplication, tables, and graphs
P a ttern
Knowing the                  will help in figuring 
out the next number in the                    , filling in
the blank spaces in a table, and making
                         on the graph.
p a t t e r n
s e q u e n c e
p r e d i c t i o n s
What's next in the
sequence?
What's next in the
sequence?
Page 5


Patterns with multiplication, tables, and graphs
P a ttern
Knowing the                  will help in figuring 
out the next number in the                    , filling in
the blank spaces in a table, and making
                         on the graph.
p a t t e r n
s e q u e n c e
p r e d i c t i o n s
What's next in the
sequence?
What's next in the
sequence?
2 0 0 0 2 0 0 2 0 2 ?
What's next in the
sequence?
Read More
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FAQs on PPT: Patterns and Symmetry - Mental Maths - Class 1

1. How do patterns help in developing mathematical skills?
Ans. Patterns help in developing mathematical skills by improving critical thinking, problem-solving abilities, and enhancing visual-spatial reasoning.
2. What is the difference between symmetry and patterns?
Ans. Symmetry refers to a balanced and harmonious arrangement of elements, while patterns involve the repetition of shapes, colors, or designs in a predictable manner.
3. How can symmetry be found in nature?
Ans. Symmetry can be found in nature through various examples such as the symmetry of a butterfly's wings, the radial symmetry of a sunflower, or the bilateral symmetry of a human face.
4. Why is it important to study patterns and symmetry in mathematics?
Ans. Studying patterns and symmetry in mathematics helps students understand mathematical concepts, make connections between different topics, and develop problem-solving skills.
5. How can teachers incorporate patterns and symmetry into their lessons effectively?
Ans. Teachers can incorporate patterns and symmetry into their lessons by using visual aids, hands-on activities, and real-life examples to help students grasp the concepts effectively.
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