In an AP, the common difference d and seventh term(a7)is 154.Then find the first term
AmanAulakh:
gud question i also need this answer..
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here d=154
a+6d=154
a+6(154)=154
a+924=154
a=-770
a+6d=154
a+6(154)=154
a+924=154
a=-770
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Solution :-
Although this question is clear, but I have solved it.
Let the first term of the given AP be 'a'
Common difference = d (given)
7th term or a7 = 154 (given)
an = a + (n - 1)d
⇒ 154 = a + (7 - 1)d
⇒ a + 6d = 154
⇒ a = 154 - 6d
So, the first term is 154 - 6d
Answer.
Although this question is clear, but I have solved it.
Let the first term of the given AP be 'a'
Common difference = d (given)
7th term or a7 = 154 (given)
an = a + (n - 1)d
⇒ 154 = a + (7 - 1)d
⇒ a + 6d = 154
⇒ a = 154 - 6d
So, the first term is 154 - 6d
Answer.
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