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In which of the following situations, do the lists of numbers involved form an AP? Give reasons for your answers. The amount of money in the account of Varun at the end of every year when Rs 1000 is deposited at simple interest of 10% per annum

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Answer.          [Yes]

Solution.         We know that : Simple interest = (P × R × T)/100

\\${ Here P = 1000}Rs \\$ R=10$\%$ P.a\\ T=1 year \\ S.I= \frac{1000\times 10\times 1}{100} \\ = 100\\ $Here common difference (d)=100 Rs and first term(a\textsubscript{1}) = 1000 Rs\\$ a\textsubscript{1}=1000 Rs\\ a\textsubscript{2}=1000+100\\ =1100 Rs\\ a\textsubscript{3}=1000+200\\ =1200 Rs\\ a\textsubscript{4}=1000+300\\ =1300 Rs\\ $So the A.P: 1000, 1100, 1200, 1300 $ \ldots $ \\                       

This is definite form an AP with common difference of SI=100 Rs.

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