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Grade 3 - Mathematics
3.11 Skip Counting by 2 and 3 with Thousands

Method:
  1. Read the numbers given.
  2. Notice the pattern in the sequence of numbers.
  3. Guess the number that should come next.
Example:
6075, 6078, 6081, 6084, ____
Look at the numbers in the above sequence. Here the difference between one number to the next is 3, therefore, it is skip counting by 3. That is, to each number we have to add 3 to get the next number.
In the above example,
6078 - 6075 = 3
6081 - 6078 = 3
6084 - 6081 = 3
Hence, to each number we have to add 3 to get the next number.
Answer: 6087

Example:
5564, 5566, 5568, ____
Look at the numbers in the above sequence. Here the difference between one number to the next is 2, therefore, it is skip counting by 2. That is, to each number we have to add 2 to get the next number.
In the above example,
5566 - 5564 = 2
5568 - 5566 = 2
Hence, to each number we have to add 2 to get the next number.
Answer: 5570


Directions: Find the missing number. Also write at least ten examples of your own.
Q 1: What is the missing number?
1689, 1692, 1695, 1698, ___
1698
1701
1704
1695

Q 2: What is the missing number?
9341, 9344, 9347, 9350, ___
9356
9353
9350
9347

Q 3: What is the missing number?
9297, 9300, 9303, 9306, ___
9312
9309
9306
9303

Q 4: What is the missing number?
7771, 7773, 7775, 7777, ___
7775
7781
7779
7777

Q 5: What is the missing number?
2759, 2762, 2765, 2768, ___
2774
2765
2768
2771

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Question 7: This question is available to subscribers only!

Question 8: This question is available to subscribers only!

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Question 10: This question is available to subscribers only!


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