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Eight people – P, Q, R, M, L, T, Y and J are born in different years 1953, 1958, 1959, 1961, 1962, 1964, 1965 and 1971. Each person’s age is calculated with respect to the current year (2018), same month and same date. Each one of them speaks different types of language Chinese, Hindi, German, Marathi, Telugu, Urdu, French and Tamil. Each one of them uses different types of currencies dollar, dinar, euro, pound, yen, peso, franc and lira. All the above information is not necessarily in the same order.
L was born after 1963. Two persons were born between L and the one who speaks Marathi. Only one person was born between the one who speaks Marathi and the one who uses franc. J is 3 years younger than T. Neither J nor T speaks Marathi and uses franc. Three persons were born between T and the one who uses lira. The one who speaks Tamil was born immediately before the one who uses lira. The one who uses pound currency is 5 years elder than the one who speaks Urdu. Three persons were born between P and the one who uses dinar. P was born before the one who uses dinar. The one who speaks Tamil does not use dinar. Only one person was born between the one who uses dinar and the one who speaks German. The one who speaks the German language does not use lira currency. The one who uses dollar currency speaks the Chinese language. Two persons were born between the one who uses yen and the one who uses the dollar. The one who speaks Tamil does not use the Yen currency. J does not use dollar currency. R speaks Hindi. R does not use Pound currency. R is not the eldest person. The one who speaks Marathi does not use the euro. P does not use the euro currency. R does not use peso. Neither L nor P speaks Telugu. Neither M nor Y speak the German language. Y does not use dinar currency.
Solution :
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