Question
Identify the only multiples of 3.
- 3, 6, 8, 10, 12
- 6, 9, 3, 25, 11
- 3, 6, 9, 12, 15
- 3, 9, 18, 20
Hint:
We are given 4 options. From those options, there are multiples of 3. We have to find the correct option containing multiples of 3. A multiple means a product of a given number with some number. We can also define it as the number divided by the given number gives no remainder
The correct answer is: 3, 6, 9, 12, 15
We are asked the multiples of 3.
When we are finding the multiples, we start the multiplication with the smallest number. The smallest number will be 1. So, the product of 3 and 1 becomes the first multiple.
The maximum number of terms in the options are 5. So, we will find first 5 multiples of 3.
3 × 1 = 3
3 × 2 = 6
3 × 3 = 9
3 × 4 = 12
3 × 5 = 15
The first five multiples of 3 are 3, 6, 9, 12, 15
We have to check all the options. For the options with number of terms 4, we have to check the first three multiples of 4.
We have to see which option matches the given sequence.
The other way to solve the question is to divide the terms of option by 3. The option which gives remainder zero for all the terms is the right option.
Related Questions to study
Choose the correctly shown multiples of 4.
The other way to solve the question will be to check all the options. We will divide the terms by 4. All terms of right option will give zero remainder.
Choose the correctly shown multiples of 4.
The other way to solve the question will be to check all the options. We will divide the terms by 4. All terms of right option will give zero remainder.
Third multiple of 12 is ______.
When we are finding the multiples, we have to start with smallest. And, the smallest multiple of any number is the number itself. The other way to do this question is to divide every option by 12 and see if we get the quotient 3. The remainder must be zero.
Third multiple of 12 is ______.
When we are finding the multiples, we have to start with smallest. And, the smallest multiple of any number is the number itself. The other way to do this question is to divide every option by 12 and see if we get the quotient 3. The remainder must be zero.
Find the next multiple. 12, 24, 36, 48, _____
We have to be careful about the sequence of the multiples. We have to see where the sequence starts.
Find the next multiple. 12, 24, 36, 48, _____
We have to be careful about the sequence of the multiples. We have to see where the sequence starts.
Mayor Harvey wanted to add color to the party. He bought flowers representing the 7 colors of the rainbow. If he had 12 bouquets of flowers for each color, what are the total bouquets of colors?
We have to use the rule of multiplication for such questions.
Mayor Harvey wanted to add color to the party. He bought flowers representing the 7 colors of the rainbow. If he had 12 bouquets of flowers for each color, what are the total bouquets of colors?
We have to use the rule of multiplication for such questions.
Kelvin’s first beneficiary was a nursing home for older ladies. He bought 3 boxes of flowers, with each box having 9 flowers. Find the total flowers did he bought for the nursing home.
We have to use multiplication for such questions. We can also solve the question by adding the number of flowers 3 times. But, multiplication makes it simpler.
Kelvin’s first beneficiary was a nursing home for older ladies. He bought 3 boxes of flowers, with each box having 9 flowers. Find the total flowers did he bought for the nursing home.
We have to use multiplication for such questions. We can also solve the question by adding the number of flowers 3 times. But, multiplication makes it simpler.
List the first 5 multiples of 3.
When we are finding first five multiples, we have to start with smallest. And, the smallest multiple of any number is the number itself.
List the first 5 multiples of 3.
When we are finding first five multiples, we have to start with smallest. And, the smallest multiple of any number is the number itself.
The number _____ is a multiple of 2.
The necessary condition for the multiple is the remainder to be zero.
The number _____ is a multiple of 2.
The necessary condition for the multiple is the remainder to be zero.
Use division to determine if 36 is a multiple or a factor of 9.
We have to be careful about which number to divide.
Use division to determine if 36 is a multiple or a factor of 9.
We have to be careful about which number to divide.
The first four multiples of 9 are?
We have to be careful about the order of multiples.
The first four multiples of 9 are?
We have to be careful about the order of multiples.
The eighth multiple of 16 is?
We have to be careful about the order of multiples.
The eighth multiple of 16 is?
We have to be careful about the order of multiples.
The ninth multiple of 15 is?
We have to be careful about the order of the multiples.
The ninth multiple of 15 is?
We have to be careful about the order of the multiples.
Joe has listed the first 4 multiples of 7 as:
7 14 22 28
Identify the incorrect one.
We have to be careful about the order of multiples.
Joe has listed the first 4 multiples of 7 as:
7 14 22 28
Identify the incorrect one.
We have to be careful about the order of multiples.
Fill in the blank: 2, 4, 6, 8, 10, 12, ____, 16, 18 ,20
We have to be careful about the order of the multiples.
Fill in the blank: 2, 4, 6, 8, 10, 12, ____, 16, 18 ,20
We have to be careful about the order of the multiples.
The seventh multiple of 12 is?
We have to be careful about the order of multiples. We need multiplication operation for such questions.
The seventh multiple of 12 is?
We have to be careful about the order of multiples. We need multiplication operation for such questions.
Ben was also given 8 trays of eggs to examine. If each tray has10 eggs, the total eggs Ben examined is?
For such questions, multiplication is used. We can also add the number of eggs 8 times. But, multiplication makes it simple.
Ben was also given 8 trays of eggs to examine. If each tray has10 eggs, the total eggs Ben examined is?
For such questions, multiplication is used. We can also add the number of eggs 8 times. But, multiplication makes it simple.
