首先计算相邻项的差值:6-3=3,11-6=5,20-11=9,37-20=17。这些差值构成新的数列3,5,9,17。观察差值的差值:5-3=2,9-5=4,17-9=8,可以看出这里是公比为2的等比数列。下一个二次差应为16(8×2),则下一个一次差为17+16=33,因此空缺数为37+33=70。验证后续差值:下一个二次差32(16×2),对应一次...
1Find the missing number in the sequence:3,6,11,20,37, ,135.Answer: . 2Find the missing number in the sequence:3,6,11,20,37,___,135.Answer:___. 3Find the missing number in the sequence:3,6,11,20,37,___,135.Answer:___. 4Find the missing number in the sequence:3,6...
我这样算:3×2-0=6 6×2-1=11 11×2-2=20 20×2-3=37 37×2-4=70 70×2-5=135 答案绝对是70,望采纳!
Find the missing number in the sequence:3,6,11,20,37,(70 ),135.Answer:( 70).观察可以发现6=3×2-0;11=6×2-1;20=11×2-2;37=20×2-3;即每一个数是它前面的数乘2再减去比它的项数少1的自然数,由此得出答案.解:因为6=3×2-0;11=6×2-1;20=11×2-2;37=...
50-Can you find the next number in this sequence - Alex Gendler-480P 清晰-AVC 185 2023-07 3 51-Can you outsmart this logical fallacy - Alex Gendler-480P 清晰-AVC 175 2023-07 4 52-Can you solve Einstein’s Riddle - Dan Van der Vieren-480P 清晰-AVC ...
试题来源: 解析 C The numbers in the sequence are 12 , 22 , 32 ,42 , 52,62 , 72 , 82 …. 找到这个序列中的下一个数字: 1、 4、 9、 16、 25、 36、 49.( ). A. 62 B. 63 C. 64 D. 66 这组序列是 12,22,32, 42 , 52, 62, 72,82…. 故选C....
题目3. Find the next number in the sequence.1251227 相关知识点: 试题来源: 解析 3.58 结果一 题目 3.Find the next number in the sequence.1251227? 答案 3.-|||-58相关推荐 13.Find the next number in the sequence.1251227?反馈 收藏
This sequence is increasing by 2 each time:- 1 (1st term)- 3 (2nd term)- 5 (3rd term)- 7 (4th term) Following this pattern, the next non-2 difference should be 9. Step 5: Calculate the next number in the seriesThe last number in the series is 26. To find the next number, ...
How Can I Find The Missing Sequence Number in a Field in ArcGIS I have thousand numbers on that field ? I have ArcGIS 10.8 Solved! Go to Solution. missing number sequence Reply 0 Kudos All Posts Previous Topic Next Topic 2 Solutions by JohannesLindner 09-08-2023 02:30 AM ...
After you have learned to solve problems with arithmetic and quadratic sequences, you may be asked to solve problems with cubic sequences. As the name implies, cubic sequences rely on powers no higher than 3 to find the next term in the sequence. Dependi