Volume 3.2. This is an ex-library book and may have the usual library/used-book markings inside.This book has hardback covers. In fair condition, suitable as a study copy. Please note the Image in this listing is a stock photo and may not match the covers of the actual item,850grams, ISBN:

Seller Inventory # 9973664

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Bibliographic Details

Title

Theory of Differential Equations. Ordinary Equations, Not Linear (Volume 3.2)

Publisher

Cambridge University Press

Publication Date

1900

Binding

Hardcover

Condition

Fair

Seller catalogs

Mathematics

Store Description

Based in central Lincoln, Anybook Ltd. sells exclusively on line. We specialise in academic works. All our books are in good condition or better, unless otherwise described. We will respond to your enquiry promptly and mail books out within 24 hours of receiving payment. We use Royal Mail and other reputable couriers at greatly discounted postage rates. If you find cheaper postage from the UK, we'll match it. Remember if you are unsatisfied in any way with any purchase, we will give you a complete and unconditional refund. All books are hand wrapped. All e-mails answered personally. All books are offered subject to being unsold.

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Seller's business information

Anybook Ltd.
28 West End,, Burgh le Marsh,, Lincolnshire, PE24 5EY, United Kingdom

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Terms of Sale

Anybook Ltd is a company registered in England and Wales. Company Registration Number: 3692291. VAT Number: GB753406145. Share Capital GBP100.

Registered Offices:
28 West End,
Burgh le Marsh,
Lincolnshire,
PE24 5EY
UK

Customer Services:
2,Outer Circle Business Park,
Outer Circle Road,
Lincoln
LN2 4HX
UK

Email Address: sales@anybook.com
Telephone Number: +44 (0) 115 888 2269
Authorized Representative: Ms. Claire Williams

Shipping Terms

Orders usually ship within 1 business day. We use Royal Mail and other reputable couriers at greatly discounted postage rates. If your book order is heavy or over-sized, or valuable enough to require tracking, we may contact you to let you know extra shipping is required.

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