等差数列{an}中,已知a10=30,a20=50,sn=242,求n
人气:244 ℃ 时间:2019-10-04 06:31:09
解答
a10=a1+9d=30
a20=a1+19d=50
相减得
10d=20
d=2
a1=12
Sn=na1+n(n-1)*d/2
=12n+n(n-1)*2/2=242
12n+n^2-n=242
n^2+11n-242=0
(n+22)(n-11)=0
n=11
推荐
- 已知等差数列{an}的前n项和记为Sn.已知a10=30,a20=50.求通项an;若Sn等242,求n
- 已知等差数列{an}中,a10=30,a20=50. (1)求通项公式; (2)若Sn=242,求项数n.
- 等差数列{an}的前n项和为Sn,且a10=30,a20=50 (1)求通项an(2)若Sn=242求n
- 已知等差数列{an}中,a10=30,a20=50. (1)求通项公式; (2)若Sn=242,求项数n.
- 已知等差数列{an}中,a10=30,a20=50. (1)求通项公式; (2)若Sn=242,求项数n.
- WE COULDN'T CHOOSE WHERE WE WILL BE BORN.这句话对吗?
- 集合A.B定义A-B={x|x∈A,且x¢B},A*B=(A-B)∪(B-A)若A={1,3,5}B={3,5,7,9}则A*B=
- 数学中心对称图形定理
猜你喜欢