Find the sum of the first 50 terms of an AP whose nth term is 3 -2n.
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Answer:
S50 = 1225
Step-by-step explanation:
n= 50
S50= ?
When n=1
t1 = 3- 2(1)
= 3- 2
= 1
t2 = 3- 2(2)
= 3-4
= - 1
a = 1
d = -1-1
d = -2
S50 = 50/2 ( 2(1)+(50-1) -2)
=25 (2+49-2)
= 25×49
= 1225
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