Which term of the AP 121,117,113,...........is its first negative term ?
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ĀNSWĒR ⏬⏬
Given A.P series : 121,117,113........
where ,
a= 121
d (common difference)= a2-a1
= 117 -121
= -4
Now,
an= a+(n-1)d
an= 121+(n-1)-4
an= 121-4n+4
an= 125-4n
we know that
For a(n) be negative
a(n)<0
a+(n-1)d <0
so
125 = 4n= 0
n=125/4
n=31.25
Therefore n is 31.25which is not possible . So
the terms equal to n= 32 and above will be negative.
THANKS ✌☺
#HARYANVI THINKER ✔❤
Given A.P series : 121,117,113........
where ,
a= 121
d (common difference)= a2-a1
= 117 -121
= -4
Now,
an= a+(n-1)d
an= 121+(n-1)-4
an= 121-4n+4
an= 125-4n
we know that
For a(n) be negative
a(n)<0
a+(n-1)d <0
so
125 = 4n= 0
n=125/4
n=31.25
Therefore n is 31.25which is not possible . So
the terms equal to n= 32 and above will be negative.
THANKS ✌☺
#HARYANVI THINKER ✔❤
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