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Carlo Beenakker
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For a pre-20th century textbook: Modern Higher Algebra by George Salmon (1876) has exercises (with solutions).


If I may broaden the query from "abstract algebra" to more general "algebra", I note that Elements of Algebra by Euler (1770) has more than one hundred exercises. The exercises are discussed in The origin of the problems in Euler’s algebra.

Here is an example, from the chapter on cubic equations [source].

AnAnd another example (find an integer $x$ such that $2x^2-5$ is a cube) [source]

For a pre-20th century textbook: Modern Higher Algebra by George Salmon (1876) has exercises (with solutions).


If I may broaden the query from "abstract algebra" to more general "algebra", I note that Elements of Algebra by Euler (1770) has more than one hundred exercises. The exercises are discussed in The origin of the problems in Euler’s algebra.

Here is an example, from the chapter on cubic equations [source].

An another example (find an integer $x$ such that $2x^2-5$ is a cube) [source]

For a pre-20th century textbook: Modern Higher Algebra by George Salmon (1876) has exercises (with solutions).


If I may broaden the query from "abstract algebra" to more general "algebra", I note that Elements of Algebra by Euler (1770) has more than one hundred exercises. The exercises are discussed in The origin of the problems in Euler’s algebra.

Here is an example, from the chapter on cubic equations [source].

And another example (find an integer $x$ such that $2x^2-5$ is a cube) [source]

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Source Link
Carlo Beenakker
  • 188.1k
  • 18
  • 448
  • 651

For a pre-20th century textbook: Modern Higher Algebra by George Salmon (1876) has exercises (with solutions).


If I may broaden the query from "abstract algebra" to more general "algebra", I note that Elements of Algebra by Euler (1770) has more than one hundred exercises. The exercises are discussed in The origin of the problems in Euler’s algebra.

Here is an example, from the chapter on cubic equations [source].

An another example (find an integer $x$ such that $2x^2-5$ is a cube) [source]

For a pre-20th century textbook: Modern Higher Algebra by George Salmon (1876) has exercises (with solutions).


If I may broaden the query from "abstract algebra" to more general "algebra", I note that Elements of Algebra by Euler (1770) has more than one hundred exercises. The exercises are discussed in The origin of the problems in Euler’s algebra.

Here is an example, from the chapter on cubic equations [source].

For a pre-20th century textbook: Modern Higher Algebra by George Salmon (1876) has exercises (with solutions).


If I may broaden the query from "abstract algebra" to more general "algebra", I note that Elements of Algebra by Euler (1770) has more than one hundred exercises. The exercises are discussed in The origin of the problems in Euler’s algebra.

Here is an example, from the chapter on cubic equations [source].

An another example (find an integer $x$ such that $2x^2-5$ is a cube) [source]

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Source Link
Carlo Beenakker
  • 188.1k
  • 18
  • 448
  • 651

For a pre-20th century textbook: Modern Higher Algebra by George Salmon (1876) has exercises (with solutions).


If I may broaden the query from "abstract algebra" to more general "algebra", I note that Elements of Algebra by Euler (1770) has more than one hundred exercises, and may well be the oldest textbook on this topic. The exercises are discussed in The origin of the problems in Euler’s algebra.

Here is an example, from the chapter on cubic equations [source].

For a pre-20th century textbook: Modern Higher Algebra by George Salmon (1876) has exercises (with solutions).


If I may broaden the query from "abstract algebra" to more general "algebra", I note that Elements of Algebra by Euler (1770) has more than one hundred exercises, and may well be the oldest textbook on this topic. The exercises are discussed in The origin of the problems in Euler’s algebra.

Here is an example, from the chapter on cubic equations [source].

For a pre-20th century textbook: Modern Higher Algebra by George Salmon (1876) has exercises (with solutions).


If I may broaden the query from "abstract algebra" to more general "algebra", I note that Elements of Algebra by Euler (1770) has more than one hundred exercises. The exercises are discussed in The origin of the problems in Euler’s algebra.

Here is an example, from the chapter on cubic equations [source].

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Carlo Beenakker
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  • 448
  • 651
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Carlo Beenakker
  • 188.1k
  • 18
  • 448
  • 651
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Carlo Beenakker
  • 188.1k
  • 18
  • 448
  • 651
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