$3.50$ is the $.........$ of $5$.
- Afactor
- ✓multiple
- Cportion
- Dquotient
Answer: B.
View full solution →Question types
Be My Multiple, I'll Be Your Factor question types
57 questions across 4 question groups — pick any mix to generate a Maths paper with step-by-step answer keys.
57
Questions
4
Question groups
5
Question types
01
MCQ [ 1 M]
13 Q→02Answer the following (1 mark each)
38 Q→03Answer the following (4 mark each) :
2 Q→04Answer the following (3 mark each)
4 Q→Sample Questions
Be My Multiple, I'll Be Your Factor questions
One sample from each question group in this chapter. Select any group above to see the full set with answer keys.
Which is the smallest factor of $14$?
- ✓$1$
- B$2$
- C$7$
- D$14$
Answer: A.
View full solution →Which is the biggest factor of $18$?
- A$180$
- B$2$
- ✓$18$
- D$9$
Answer: C.
View full solution →The smallest common multiple of $3$ and $4$ is$.........$
- A$8$
- B$24$
- ✓$12$
- D$6$
Answer: C.
View full solution →The common multiple of $4$ and $5$ is$.........$
- ✓$20$
- B$8$
- C$10$
- D$15$
Answer: A.
View full solution →Sunita took some tamarind (imli) seeds. She made groups of five with them and found that one seed was left over. She tried making groups of six and groups of four. Each time one seed was left over. What is the smallest number of seeds that Sunita had ?
Write the factors of $40$ in the red circle and $60$ in the blue circle.
View full solution →Write the factors of $25$ in the red circle and the factors of $35$ in the blue circle.
View full solution →Find the common factor of $24$ and $60.$
View full solution →Find the common factor of $30$ and $45.$
View full solution →Putting the multiples of $4, 6$ and $5$ in the circles.
$1.$ What common multiples of $5$ and $6$ did you write in the green part $?$
$2.$ What common multiples of $4$ and $ 6$ are written in the orange part $?$
$3.$ In which coloured part did you write the common multiples of $4, 6$ and $5 ?$
$4.$ What is the smallest common multiple of $4, 6$ and $5 ?$
View full solution →$1.$ What common multiples of $5$ and $6$ did you write in the green part $?$
$2.$ What common multiples of $4$ and $ 6$ are written in the orange part $?$
$3.$ In which coloured part did you write the common multiples of $4, 6$ and $5 ?$
$4.$ What is the smallest common multiple of $4, 6$ and $5 ?$
Complete the multiplication chart given here :
$1.$ What are the factor of $10 ?$
$2.$ What are the factor of $36 ?$
$3.$ What is the biggest number for which you can find the factors from this chart $?$
$4. $ Find out all the factors of 36 from the multiplication chart.
View full solution →$1.$ What are the factor of $10 ?$
$2.$ What are the factor of $36 ?$
$3.$ What is the biggest number for which you can find the factors from this chart $?$
$4. $ Find out all the factors of 36 from the multiplication chart.
Think of a number. If it is a multiple of $3$ write it in the red circle. If it is a multiple of $5$ write it in the blue circle. Which is the smallest among these common multiples $?$
View full solution →Rani, Geetha and Naseema live near each other. The distance from their houses to the road is $90$ feet. They decided to tile the path to the road. They all bought tiles of different designs and length. Rani bought the shortest tile, Geetha bought the middle sized one and Naseema bought the longest one. If they could tile the path without cutting any of the tiles, what is the size of the tiles each has bought? Suggest $3$ different solutions. Explain how you get this answer.
View full solution →Manoj has made a new house. He wants to lay tiles on the floor. The size of the room is $9$ feet$\times 12$ feet. In the market, there are three kinds of square tiles:$ 1$ foot$\times 1$ foot, $2$ feet$\times 2$ feet and $3$ feet $\times 3$ feet. Which size of the tile should he buy for his room, so that he can lay it without cutting $?$
View full solution →There is a garden in Anu's house. In the middle of the garden there is a path. They decided to tile the path using tiles of length $2$ feet, $3$ feet and $5$ feet. The mason tiled the first row with $2$ feet tiles, the second row with $3$ feet tiles and the third row with $5$ feet tiles. The mason has not cut any of the tiles. Then what is the shortest length of the path ?
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