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The value of is , if are in A.P. while the value of is . If are in H.P., then and are

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Important Questions on Sequence and Series
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Given that and terms of an A.P. are in G.P. and are in H.P., then the ratio of the first term of the A.P. to its common difference in terms of is equal to

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If the and term of a H.P. are and respectively, then the term is

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Two AM's and , two GM's and and two HM's and are inserted between any two numbers, then is equal to

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Which term of the sequence is the first negative term?

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If times the term of an A.P. is times the term, then what is the term equal to?

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If are in G.P., then what is the fourth term of the G.P.?

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If is the arithmetic mean between and , then is equal to

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Let be three positive real numbers such that their product is unity, then the least value of is
