Question
                Number pattern 
142110,142140____,____,___
Rule____,___,____
            
        142110,142140____,____,___
Rule____,___,____
Answers
                                                    There are no human answers yet.
                                            
                
                    Answered by
            GPT-4o mini
            
    To find the next numbers in the pattern 142110, 142140, we can analyze the difference between the two numbers:
1. **Finding the difference:**
- The first number is 142110.
- The second number is 142140.
- The difference is:
\( 142140 - 142110 = 30 \)
Given this, we can infer that the pattern appears to be increasing by 30.
2. **Continuing the pattern:**
- The third number:
\( 142140 + 30 = 142170 \)
- The fourth number:
\( 142170 + 30 = 142200 \)
- The fifth number:
\( 142200 + 30 = 142230 \)
So the complete sequence is:
- 142110
- 142140
- 142170
- 142200
- 142230
**Rule:**
The rule for generating the next number in the sequence is to add 30 to the previous number.
Thus, the next three numbers are:
- 142170
- 142200
- 142230
**Final answer:**
- Numbers: 142110, 142140, 142170, 142200, 142230
- Rule: Add 30 to the previous number.
    
1. **Finding the difference:**
- The first number is 142110.
- The second number is 142140.
- The difference is:
\( 142140 - 142110 = 30 \)
Given this, we can infer that the pattern appears to be increasing by 30.
2. **Continuing the pattern:**
- The third number:
\( 142140 + 30 = 142170 \)
- The fourth number:
\( 142170 + 30 = 142200 \)
- The fifth number:
\( 142200 + 30 = 142230 \)
So the complete sequence is:
- 142110
- 142140
- 142170
- 142200
- 142230
**Rule:**
The rule for generating the next number in the sequence is to add 30 to the previous number.
Thus, the next three numbers are:
- 142170
- 142200
- 142230
**Final answer:**
- Numbers: 142110, 142140, 142170, 142200, 142230
- Rule: Add 30 to the previous number.
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