Column II gives nth term for AP given in column I. Match them correctly.
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Solution
By putting n=1 in general terms of all APs given, we get 13−3n=13−3(1)=10 9−5n=9−5(1)=4 3+4n=3+4(1)=7 17n+102=17(1)+102=119 Now, the series can be easily matched.