The next number in the sequence (0, 1, 3, 8, 22, 63, ldots) is determined by *yzing the differences between consecutive terms and identifying a pattern.
1. Differences between terms:
[
]
The differences are (1, 2, 5, 14, 41).
2. Pattern in differences:
Each difference follows the recurrence relation:
[
d(n) = 3 cdot d(n-1)
]
3. Next difference:
[
d(6) = 3 cdot 41
]
4. Add to the last term:
[
63 + 122 = 185
]
Answer: (boxed{185})
版权声明: 知妳网保留所有权利,部分内容为网络收集,如有侵权,请联系QQ793061840删除,添加请注明来意。
工作时间:8:00-18:00
客服电话
电子邮件
admin@qq.com
扫码二维码
获取最新动态
