Sequences and Series (002)The possitive numbers a, b and c are consecutive terms in a geometric progression; express b in terms of a and b. Deduce that lga, lgb, and lgc are consecutive terms in an arithmetic progression.
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SequencesandSeries(002)Thepossitivenumbersa,bandcareconsecutivetermsinageometricprogression;expressb
Sequences and Series (002)The possitive numbers a, b and c are consecutive terms in a geometric progression; express b in terms of a and b. Deduce that lga, lgb, and lgc are consecutive terms in an arithmetic progression.
Sequences and Series (002)
The possitive numbers a, b and c are consecutive terms in a geometric progression; express b in terms of a and b. Deduce that lga, lgb, and lgc are consecutive terms in an arithmetic progression.
Sequences and Series (002)The possitive numbers a, b and c are consecutive terms in a geometric progression; express b in terms of a and b. Deduce that lga, lgb, and lgc are consecutive terms in an arithmetic progression.
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Sequences and Series (003)The first term of a geometric progreesion is 10 and its sum to infinity is 15.Find the third term of the progression.
sequences和series的区别explain和interpret的区别
Sequences and Series (001)If the first,fifth and tenth terms of an arithmetic progression are in geometric progression and the sum of the second and eighth terms is 20,find the first term and the (non-zero) common difference.
Sequences and Series (002)The possitive numbers a, b and c are consecutive terms in a geometric progression; express b in terms of a and b. Deduce that lga, lgb, and lgc are consecutive terms in an arithmetic progression.
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英语翻译Topics:Terms in Mathematics,Indices and Logarithms,Algebra,Functions and Relations,Coordinate Geometry,Differential Calculus,Quadratic Theory,Trigonometry,Polynomials and More Algebra,Geometrical Applications of Differentiation,Sequences
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