find the sum of first 52 term of an AP whose second and third term are 14 and 18 respectively
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a2 =14
a3=18
a+d =14
a+2d=18
now subtract eq
a+d=14
a+2d=18
we get -d = -4
d =4
a+d=14
a +4=14
a=10
S = n/2+(2a+(n-1)d
S =52/2+(2×10+(52-1)×4
S = 26+(20+51×4)
S =26+(20+204)
S=26+224
S = 250
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