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Worksheet Solutions: Play With Patterns - 1

Q1: Fill in the Blanks.

(i) 50000 + 4000 + 300 + 10 + 0 = _________.
Ans: 54310

(ii) If Hot become GNS then FOUR will become _________.
Ans: ENTQ

(iii) Observe the pattern: 39584, 39684, ________, ________.
Ans: 39784, 39884

(iv) Observe the pattern: 97043, 97033, ________, _______.
Ans:  97023, 97013

Q2: Answer the following Questions.

(i) Write the number name using the international place value chart: 3100209
Ans: Three million one hundred thousand two hundred nine.

(ii) Study the pattern and fill in the missing numbers.

Q2: Answer the following Questions.

Ans: 

Q2: Answer the following Questions.

(iii) Study the pattern and fill in the missing numbers.    

Q2: Answer the following Questions.

Ans: Q2: Answer the following Questions.

(iv) Find the place value of each digit in the following number: 89765
Ans: 80,000 + 9,000 + 700 + 60 + 5.
Each term shows the place value of the digit in that position.

(v) Study the pattern and fill in the missing numbers. 

Q2: Answer the following Questions.

Ans: 25

(vi) Write the successor of: 34999
Ans: 35000
This is because 34999 + 1 = 35000.

(vii) Write roman numeral XXVIII as a number.
Ans: 28

Q2: Answer the following Questions.

(viii) Study the pattern and fill in the missing numbers.
13 + 18 = 31
15 + 16 = 31
? + ? = 31
Ans: 17 + 14 = 31

(ix) Write the numbers, placing the commas at the right places by using the international place value chart: Twenty-one million six hundred one thousand six
Ans: 21,601,006 (21601006)

(x) Rashi is playing with this cord. Draw what it will look like when it gets upside down?

Q2: Answer the following Questions.

Ans: It will look exactly the same when turned upside down.

(xi) Study the pattern and fill in the missing numbers.

Q2: Answer the following Questions.

Ans:Q2: Answer the following Questions.

(xii) Write 110 in roman numeral

Ans: CX

(xiii) Write the greatest 5-digit numbers using each digit only once:
50943
Ans: 95430
Make the greatest number by arranging the digits in descending order.

(xiv) Write roman numeral XXXV as a number.
Ans: 35

Q2: Answer the following Questions.
The document Worksheet Solutions: Play With Patterns - 1 is a part of the Class 4 Course Worksheets with solutions for Class 4.
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FAQs on Worksheet Solutions: Play With Patterns - 1

1. What is the importance of patterns in mathematics?
Ans. Patterns are important in mathematics as they help in recognizing and predicting the regularities in numbers, shapes, and other mathematical concepts. They enhance problem-solving skills, logical reasoning, and critical thinking abilities of students.
2. How can playing with patterns help in the development of cognitive skills?
Ans. Playing with patterns can help in the development of cognitive skills by promoting logical thinking, reasoning abilities, and analytical skills. It enhances memory, attention to detail, and the ability to recognize and create patterns, which are essential cognitive skills.
3. What are some real-life examples of patterns?
Ans. Some real-life examples of patterns include the alternating colors in a traffic signal, the arrangement of leaves on a tree, the sequence of numbers in a calendar, the design on a wallpaper, or the recurring rhythm in a song. Patterns can be observed in various aspects of our daily lives.
4. How can teachers incorporate pattern activities in the classroom?
Ans. Teachers can incorporate pattern activities in the classroom by using manipulatives like blocks or tiles to create and extend patterns. They can also use pattern cards, puzzles, or interactive games to engage students in pattern recognition and creation. Additionally, teachers can encourage students to identify patterns in nature or in real-life scenarios.
5. What are the benefits of incorporating pattern activities in mathematics education?
Ans. Incorporating pattern activities in mathematics education can benefit students in several ways. It helps in developing mathematical thinking, logical reasoning, and problem-solving skills. It also enhances students' ability to identify patterns in various contexts, which is crucial for understanding more advanced mathematical concepts. Additionally, pattern activities make learning mathematics more engaging and enjoyable for students.
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