Anil Kumar presents a tutorial on sorting numbers using a V diagram based on their multiples of three and five. The video explains the rules for identifying multiples and demonstrates sorting a list of numbers into categories: multiples of three, multiples of five, and common multiples. The tutorial encourages viewers to practice the exercise and provides a step-by-step guide to ensure understanding.

What is the purpose of using a Venn diagram in this exercise?

• To identify prime numbers

• To sort numbers based on their multiples of three and five

• To find the sum of numbers

• To calculate the average of numbers

Which numbers are considered multiples of five?

• Numbers ending with 3 or 4

• Numbers ending with 1 or 2

• Numbers ending with 0 or 5

• Numbers ending with 6 or 7

How do you determine if a number is a multiple of three?

• If the number is greater than 10

• If the number ends with 5

• If the sum of its digits is divisible by three

• If the number is even

Where should the number 9 be placed in the Venn diagram?

• Outside the Venn diagram

• In the center for common multiples

• In the section for multiples of three

• In the section for multiples of five

Which section does the number 10 belong to in the Venn diagram?

• Outside the Venn diagram

• Multiples of five

• Common multiples of three and five

• Multiples of three

Why is the number 11 placed outside the Venn diagram?

• It is a multiple of three

• It is a common multiple of three and five

• It is a multiple of five

• It is neither a multiple of three nor five

Where should the number 5 be placed in the Venn diagram?

• In the section for multiples of three

• In the section for multiples of five

• Outside the Venn diagram

• In the center for common multiples

What is the placement of the number 21 in the Venn diagram?

• In the section for multiples of five

• In the section for multiples of three

• Outside the Venn diagram

• In the center for common multiples

Why is the number 26 placed outside the Venn diagram?

• It is a multiple of three

• It is a common multiple of three and five

• It is a multiple of five

• It is neither a multiple of three nor five

Where should the number 30 be placed in the Venn diagram?

• In the section for multiples of three

• Outside the Venn diagram

• In the section for multiples of five

• In the center for common multiples