a=3 ,n=8, a=193 find d
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Answer:
Given a=3,n=8,S=192
By using Sn=2n[2a+(n−1)d] we have,
S8=28(6+d(8−1)=4(6+7d)
⇒4192=48=6+7d
⇒7d=42
⇒d=6
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a=3 n=8 an_=193 d=?
So an_=a+(n-1)d
193=3+(8-1)d
190=7d
d=190/7
So d=27.142
So an_=a+(n-1)d
193=3+(8-1)d
190=7d
d=190/7
So d=27.142
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