Εικόνες σελίδας
PDF
Ηλεκτρ. έκδοση
[blocks in formation]

AN EXTENSIVE COLLECTION OF PRACTICAL QUESTIONS, WITH CON-
CISE AND ORIGINAL METHODS OF SOLUTION, WHICH SIMPLIFY
MANY OF THE MOST IMPORTANT RULES IN

WRITTEN ARITHMETIC.

BY JOHN F. STODDARD, A.M.,

PRESIDENT OF THE

UNIVERSITY OF NORTHERN PENNSYLVANIA,

AUTHOR OF

“The Juvenile Mental," "The Practical," and "The Philosophical'
Arithmetics, "Ready Reckoner," &c.

NEW YORK:

SHELDON, LAMPORT & BLAKEMAN.

BUFFALO

FEILADELPHIA, J. B. LIPPINCOTT & CO. BOSTON, JOHN P. JEWETT & CO.
PHINNEY & CO. CLEVELAND, KING & CO. CINCINNATI, APPLEGATE & CO.
DETROIT, KERR, MORLEY & CO. CHICAGO, KEENE & LEE. ST. LOUIS,
E. K. WOODWARD, AND KEITH & WOODS. NASHVILLE,
TOON, NELSON & CO.

1856.

THE NEW ORK
PUBLIC LIBRARY

247395

ASTOR, LENOX AND TILBEN FOUNDATIONS. 1000

Entered according to an Act of Congress, in the year 1849, by JOHN F. STODDARD,

In the Clerk's Office of the District Court of the United States, for the Southern District of New York.

[ocr errors]

PREFACE.

IN presenting the following work to the public, I have been prompted by no desire of pecuniary gain, or wish to appear in the capacity of an author. But having felt the necessity of a more extended, and more systematically arranged work on the subject, for the benefit of younger as well as older and more advanced pupils ;-and, by using it in manuscript form, in my own school, for a number of years, having observed the superior mental training to be derived from its study, and the ease with which it enabled pupils to compreChend the more advanced branches of mathematics, offer it to a discriminating public.

While one object has been to produce a more profound work on this important branch of study, than any with which I am acquainted; I have at the same time exercised much thought in arrangOng and classifying the subjects, so that they are adapted to the comprehension of very young pupils.

The rule which I have observed in preparing this work is, Tell but ONE thing at a time, and THAT in its proper place.

It would be laborious to point out all the particulars in which this work differs from other similar works; I shall, therefore, mention those only which occur in giving a brief exposition of

« ΠροηγούμενηΣυνέχεια »