A harmonic sequence is a sequence with the property that every three consecutive terms (a, b and
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A harmonic sequence is a sequence with the property that every three consecutive terms (a, b and c, say) of the sequence satisfy
Prove that the reciprocals of the terms of a harmonic sequence form an arithmetical progression. Hence find the intermediate terms of a harmonic sequence of eight terms whose first and last terms are 2/3 and 2/17 respectively.
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Consider 1 1 1 a b c where a b c are in harmonic progression 1 b a 1 1 but since a b c are in ha...View the full answer
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