If the general term formula of sequence an is an = 2n-37, what is the value of n when the first n term and Sn are minimized
{an} is an increasing sequence. When SN is the minimum, an should be negative and n should be as large as possible
So n = 18 (so A18 = - 1 and A19 = 1)
At this time, S18 = (- 35) + (- 33) + +(- 1) = - 324 is the minimum
RELATED INFORMATIONS
- 1. If the sequence {an} satisfies A1 = 2 and an + an-1 = 2n + 2N-1, Sn is the sum of the first n terms of the sequence {an}, then log2 (s2012 + 2) is equal to () A. 2013B. 2012C. 2011D. 2010
- 2. If the sequence {an} satisfies A1 = 2 and an + an-1 = 2n + 2N-1, Sn is the sum of the first n terms of the sequence {an}, then log2 (s2012 + 2)=______ .
- 3. A sequence {an}: when n is odd, an = 5N + 1; when n is even, an = 2n2. Find the sum of the first 2m terms of the sequence (M is a positive integer)
- 4. A sequence an, when n is odd, an = 5N + 1, when n is even, an = 2 ^ n / 2, the sum of the first 2n terms is
- 5. A sequence {an}, when n is odd, an = 5N + 1, when n is even, an = 2 ^ (n A sequence {an}, when n is odd, an = 5N + 1, when n is even, an = 2 ^ (n / 2), find the sum of the first n terms of the sequence
- 6. In known sequence an, an = 2N-1 (n is odd) an = 3 ^ n (n is even), find the first n terms and Sn
- 7. In the known sequence {an}, when n is odd, an = 2N-1, when n is even, an = 3 ^ n, find the sum SN of the first n terms of the sequence
- 8. Let {an} be an equal ratio sequence with common ratio Q (q is not equal to 1), and Sn be the sum of its first n terms, then the sum of the first terms of the sequence {1 / an} is?
- 9. In the known arithmetic sequence {an}, Sn is the sum of the first n terms. If S16 > 0 and S17 < 0, then when SN is the largest, the value of n is () A. 16B. 9C. 8D. 10
- 10. In the known arithmetic sequence {an}, Sn is the sum of its first n terms. If S16 > 0 and S17 < 0, then the value of n is () A. 8B. 9C. 10D. 16
- 11. Cubic power of √ 3 + (- 2 √ 3) square + (√ 48 - √ 1 / √ 2 * √ 6)
- 12. Find 1 + (2 / 3) + (2 / 3) quadratic + (2 / 3) cubic + +The value of (2 / 3) n power
- 13. If the first n terms of a sequence and the formula Sn = (the nth power of 3) + B (B is a constant), is the sequence an equal ratio sequence?
- 14. If the first n terms of the equal ratio sequence and Sn = 2 (13) n + K, then the value of the constant k is______ .
- 15. The power of Sn = 2 in the equal ratio sequence is n + K. then what is k equal to
- 16. In the equal ratio sequence, Sn = 1-1 / 2 to the nth power, then a 5 is equal to what
- 17. It is known that the equal ratio sequence {an} satisfies an > 0, n = 1, 2 When n ≥ 1, log2a1 + log2a3 + +log2a2n-1=( ) A. (n-1)2B. n2C. (n+1)2D. n2-1
- 18. It is known that if an is greater than 0, n = 1,2, and A5 is multiplied by 2n of a2n-5 = 2 (n is greater than or equal to 3) It is known that the equal ratio sequence {an} satisfies an > 0, n = 1,2 And a5-a2n-5 = 2 ^ 2n (n > = 3), and when n > = 1, log 2 a1+log 2 a3+… log 2 a2n-1= It is known that the sequence {an} satisfies an > 0, n = 1,2, and a (5) times a (2n-5) = 2 ^ 2n (n > = 3), log 2 a1+log 2 a3+… +log 2 a2n-1=
- 19. The results show that all items of the proportional sequence {an} are positive and A4 * A7 + A5 * A6 = 16, log2a1 + log2a2 +... + log2a10 =?
- 20. If an is an equal ratio sequence composed of positive numbers and A4 * A5 = 8, then log2a1 + log2a2 +... + log2a8=