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Step-by-step explanation:
(a) a = 1 ,d = 2 , sum of 'n' terms =(n/2) (2a+(n-1)d)
n =5
sum of 5 terms = (5/2) (2+(4×2)) = 5×10/2 =25
(b) sum of 'n' terms = (n/2) (2+(n-1)2)
= n (1+n-1)= n^2
(c) sum of n terms =1/n +3/n + 5/n ...........
=(1/n)( 1+3+5+7.....)
from the part (b),
sum = ( 1/n) (n^2)
= n
(d) part d is similar to part c so we can take 'n' = 2020
sum of such 2020 terms = n = 2020
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