In number series problems, identify the pattern by examining the differences between consecutive terms; in this series, the differences increase by 2 each time (1, 3, 5, 7, 9), so the next difference is 11, making the next term 25.
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Number Series Aptitude | Problem 21 | Shorts| LogicXSan #mathstricks #aptitude #competitiveexamsHinzugefügt:
You can't solve this way for me. Six is one more than five.
Nine is three more than six. 15 is six more than nine. So, as we can see, three is two more than one. And six is three more than three. So, the next number will be four more than six. So, it will be 10.
So, our answer will be 25. If we match the series, 10 + 5 is 15. So, 25 + 15 is 40. So, our correct option is option B, which is 25.
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