For an A.P., t1 = 7 & t12 = 29, find S12
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Step-by-step explanation:
- t1=a=7
- t12=29
- a+(1-1)d=7
- a=7
- t12=a+(12-1)d
- 29=7+11d
- 11d=29-7
- d=2
- sn=n/2(2a+(n-1)d
- s12=12/2(2×7+(12-1)2)
- s12=6(14+11×2)
- s12=6(14+22)
- s12=6×36
- s12=216
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