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Enter the missing figure: 13, 57, 911, 1315, 1719
  • a)
    2123
  • b)
    1879
  • c)
    3002
  • d)
    5004
  • e)
    1784
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
Enter the missing figure: 13, 57, 911, 1315, 1719a)2123b)1879c)3002d)5...
All odd numbers beginning from one, in a series. Also: Starting with 13, add 4 to each digit separately, and continue adding 4 to the result.
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Most Upvoted Answer
Enter the missing figure: 13, 57, 911, 1315, 1719a)2123b)1879c)3002d)5...
To find the missing figure in the sequence 13, 57, 911, 1315, 1719, we need to look for a pattern or rule that governs the sequence. Let's examine the given numbers closely:

13, 57, 911, 1315, 1719

Looking at the first number, 13, we can see that it is 4 times the number 3 plus 1, which is 13 = 4 * 3 + 1.

Similarly, the second number, 57, is 4 times the number 14 plus 1, which is 57 = 4 * 14 + 1.

Continuing this pattern, we can see that the third number, 911, is 4 times the number 227 plus 1, which is 911 = 4 * 227 + 1.

The fourth number, 1315, is 4 times the number 328 plus 3, which is 1315 = 4 * 328 + 3.

Finally, the fifth number, 1719, is 4 times the number 429 plus 3, which is 1719 = 4 * 429 + 3.

Based on this pattern, we can conclude that the missing figure in the sequence should be 4 times the number 536 plus 3.

Calculating this, we find that 4 * 536 + 3 = 2144 + 3 = 2147.

Therefore, the missing figure in the sequence is 2147.

In the given options, the only option that matches this result is option 'A' - 2123.
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Community Answer
Enter the missing figure: 13, 57, 911, 1315, 1719a)2123b)1879c)3002d)5...
A
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