Skip to content

Buying guides

Which algebra book, with exercises and answers?

The question buyers ask most about the algebra books is simple: does it have exercises, and are the answers in the book? The courses differ sharply.

The books compared

BookExercisesAnswersFunctions and graphsScope
Kiselev's Algebra I$44.95239 graded exercisesyesno (they are in Part II)first course, 152 pages
Kiselev's Algebra II$54.95yesyesyessecond course, 248 pages
Kiselev's Elementary Algebra$69.95none—noboth courses, 292 pages of exposition
Davidov's Algebra$59.95problemsfull worked solutionsnoboth courses and more, 509 pages
Malinin and Burenin's Algebra$69.953,338 problems2,698 answersnoboth courses plus limits and series, 458 pages
Rashevsky's Elementary Algebra$64.95six short setsnoyes, in 49 figuresboth courses, 272 pages
Barsukov's Algebra$54.95see the book pagesee the book pageyes: coordinates and graphsAlgebra 1 and the quadratic half of Algebra 2

How to choose

Exercises with answers, and the modern function-and-graph strand
Kiselev's Algebra I, then Kiselev's Algebra II. Both have graded exercises with answers, and Part II adds coordinates, functions and graphs.
Worked solutions rather than bare answers
Davidov's Algebra. It is the whole course in one volume and prints full solutions; it has no functions or graphs.
The most practice in one book
Malinin and Burenin's Algebra, with 3,338 problems and 2,698 answers, and chapters on limits and series.
Graphs at the centre
Rashevsky's Elementary Algebra, which draws first- and second-degree functions throughout. Pair it with a problem book, because its own exercise sets are short and unanswered.
Exposition only
Kiselev's Elementary Algebra has no exercises. It suits a reader who already has a problem book.

Problem books to pair with a course

What none of them teach

No algebra book here teaches statistics or probability. Check the curriculum table before buying for an exam course. Before algebra: Which Russian arithmetic course? Kiselev, Kiselev's Systematic Course, Malinin & Burenin, Rashevsky. After the second course: Which trigonometry course? Rashevsky, Rybkin, Davidov, Anoshchenko, Derzhavin.

Other guides