sum of 1st 20 terms of an ap is -240 and first term is 7 term. find its 24th term
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Answered by
102
a=7
S20=-240
-240=20/2 (14+19d)
-240*2/20=14+19d
-24-14=19d
d=-38/19
d=2
a24=7+23*-2
=7-46
= -39
S20=-240
-240=20/2 (14+19d)
-240*2/20=14+19d
-24-14=19d
d=-38/19
d=2
a24=7+23*-2
=7-46
= -39
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Answered by
12
Step-by-step explanation: S20 = -240
First term(a) =7
t24=?
s20 -240
n/2[2a+(n-1)d] = -240
10[14+19d]=-240
14+19d=-24
19d=-24-14
19d=-38
d = -2
t24=a+(n-1)d
=7+23(-2)
=7-46
t24 = -39
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