Which term of the AP:121,117,113,...,is its first negative term
Answers
Answered by
8
An=a + (n-1)d
a=121. d=117-121=-4. An=0 (suppose)
therefore
0 = 121 + (n-1)×(-4)
n-1)×(-4)= -121
(n-1) =121÷4
n = 125÷4 =31.25=32
so the first negative term is 32
n=
a=121. d=117-121=-4. An=0 (suppose)
therefore
0 = 121 + (n-1)×(-4)
n-1)×(-4)= -121
(n-1) =121÷4
n = 125÷4 =31.25=32
so the first negative term is 32
n=
Answered by
20
a = 121
d = -4
let an= 0
then
an = a + (n-1)d
=> 0 = 121 + (n-1)(-4)
=> 0 = 121 - 4n + 4
=> 4n = 125
=> n = 125/4
=> n = 31.25
as n must be natural number then n= 32
32nd term is First negative number.
a32 = 121 + (31)-4
= 121 - 124 = -3
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