In an AP, if the common difference (d)=-4 and the seventh term (T7) is 4 , then find the first term (a).
Answers
Answered by
2
a+6d=4
a+6×-4=4
a-24=4
a=28
a+6×-4=4
a-24=4
a=28
Answered by
0
an=a+(n-1)d
Solution :
a7=a+(7-1)*-4
a7=a+6*-4
a7=a-24
Hence, d=(-4)
a-24=4
a=28
So, a=28
Solution :
a7=a+(7-1)*-4
a7=a+6*-4
a7=a-24
Hence, d=(-4)
a-24=4
a=28
So, a=28
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