determine the AP whose zero term is 16 and when 5th term is subtracted from 7th, we get 12
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a+(n-1)d +16=a+(n-1)d- a+(n-1)d+12
a+(0-1)d+16=a+(5-1)d-a+(7-1)d+12
let value of a=a-1,a,a+1
a+(0-1)d+16=a+(5-1)d-a+(7-1)d+12
let value of a=a-1,a,a+1
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