2018 April(A09) Math Question 12
Sequences and Patterns
- Arithmetic Sequences
a1=10a_1=10 a1=10 d=2d=2 d=2 an=10+2(n−1)=2n+8a_n=10+2(n-1)=2n+8 an=10+2(n−1)=2n+8 Sn=a1+an2⋅n=10+2n+82⋅n=220S_n=\frac {a_1+a_n}{2}\cdot n=\frac {10+2n+8}{2}\cdot n=220 Sn=2a1+an⋅n=210+2n+8⋅n=220 n=11n=11n=11
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