Find the sum of first 17 terms of an A.P whose 4th & 9th terms are -15 & -30 respectively.
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T4= -15
a+3d= -15
a= -15-3d
T9= -30
a+8d= -30
-15-3d+8d= -30
5d= -30+15
5d= -15
d= -3
a= -15+(-3)(-3) => a= -15+9 = -6
T17=a+16d
= -6+16 (-3)
= -6-48= -52
n
Sn= ---(a+l)
2
17. 17.
S17= ---- (-6-52) = ------ × -58 = 17× -29
2. 2
= -493
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