If 7 term of an AP is - 14 whose common difference is -2 then the first term a
A)-2
B) 2
C) 7
D) -7
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In the question :
- 7th term of AP = - 14
- Common difference ‘d’ = - 2
We shall have to find :
- First term = a
We know that :
- a + (n - 1) d = aₙ
Here :
- a = First term
- d = Common difference
- n = No. of the term
- aₙ = nth term of the AP
Substituting the values and solving :
- a + (7 - 1) (- 2) = - 14
- a + (6) (- 2) = - 14
- a - 12 = - 14
- a = - 14 + 12
- a = - 2
Therefore, the first term of an AP whose 7th term is - 14 and ‘d’ is - 2 is - 2 [0ptionA].
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