(B) Let the books from top to bottom be $B_1, B_2, ..., B_{10}$.$1$. English is between History and Mathematics: $(H, E, M)$.$2$. History is between M

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(B) Let the books from top to bottom be $B_1, B_2, ..., B_{10}$.$1$. English is between History and Mathematics: $(H, E, M)$.$2$. History is between Mathematics and English: $(H, E, M, H, E)$.$3$. Hindi is between English and Mathematics: $(H, E, M, H, E, Hi, M)$.$4$. Mathematics is between two Hindi books: $(H, E, M, H, E, Hi, M, Hi)$.$5$. Two Hindi books are between Mathematics and History: $(H, E, M, H, E, Hi, M, Hi, Hi, H)$.Counting the sequence: $1:H, 2:E, 3:M, 4:H, 5:E, 6:Hi, 7:M, 8:Hi, 9:Hi, 10:H$.The $6^{th}$ book from the top is Hindi.

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In a pile of $10$ books,there are $3$ History,$3$ Hindi,$2$ Mathematics,and $2$ English books. From the top,an English book is between a History and a Mathematics book,a History book is between a Mathematics and an English book,a Hindi book is between an English and a Mathematics book,a Mathematics book is between two Hindi books,and two Hindi books are between a Mathematics and a History book. Which subject book is at the $6^{th}$ position from the top?

A
English
B
Hindi
C
Mathematics
D
History

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