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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?
9049, 9052, 9055, 9058, ___
9061
9064
9058
9055

Q 2: What is the missing number?
1011, 1014, 1017, 1020, ___
1026
1017
1023
1020

Q 3: What is the missing number?
7100, 7103, 7106, 7109, ___
7112
7109
7106
7115

Q 4: What is the missing number?
4638, 4641, 4644, 4647, ___
4644
4653
4647
4650

Q 5: What is the missing number?
8437, 8439, 8441, 8443, ___
8445
8447
8441
8443

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Question 7: This question is available to subscribers only!

Question 8: This question is available to subscribers only!

Question 9: This question is available to subscribers only!

Question 10: This question is available to subscribers only!


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