Young math books

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Straight lines, parallel lines, perpendicular lines

1970
By making believe there are no straight edges or rulers in the world, the reader learns the geometric principles of straight, parallel, and perpendicular lines.

Solomon Grundy, born on Oneday

a finite arithmetic puzzle
1977
Discusses a solution to an arithmetic problem based on the rhyme about Solomon Grundy's life.

Lines, segments, polygons

1972
Defines rays and segments, explains how they can be put together to form polygons, and describes how to make a clockboard and use it to create various geometric designs.

The greatest guessing game

a book about dividing
1978
Explains the process of division by comparing division to a guessing game.

Right angles; paper-folding geometry

1972
Introduces the principles of right angles through paper folding techniques which allow the reader to construct a rectangle and a square.

Shadow geometry

1974
Introduces the principles of geometry through the use of shadows.

Base five

1975
Explains in simple terms the principles of a base five number system.

Probability

1972
Simple experiments with easily available materials explain the theory of probability and how it is used by scientists, poll-takers, and industrialists.

Area

1974
Explains in simple terms how areas are measured.

Graph games

1971
Simple games using dots and lines introduce concepts of logic and mathematics.

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