EbookNetworking
Categories
Popular
New Books
Deals
Authors
+ Add Book
❤️ Wishlist
Search books
🔍
Go
🇺🇸 USA
🇮🇳 India
🇨🇦 Canada
🇬🇧 UK
🇩🇪 Germany
🇫🇷 France
☰
Categories
Popular
New Books
Deals
Authors
+ Add Book
❤️ My Wishlist
Search
Home
›
Books
›
Mathematics
›
The Perfect Sausage and Other Fundamental Formulas (Murdero…
🛒
Buy on Amazon
⬛
QR
https://www.ebooknetworking.net/books_detail-0439959012.html
The Perfect Sausage and Other Fundamental Formulas (Murderous Maths)
Author
Kjartan Poskitt
Publisher
Scholastic
Category
Mathematics
🌍
Shop on Amazon — pick your country
🇺🇸 USA
🇨🇦 Canada
🇬🇧 UK
🇩🇪 Germany
🇫🇷 France
🇮🇳 India
🛒
Buy New on Amazon 🇺🇸
ℹ️
Book Details
Author(s)
Kjartan Poskitt
Publisher
Scholastic
ISBN / ASIN
0439959012
ISBN-13
9780439959018
Category
Mathematics
Marketplace
United States 🇺🇸
🤍
Add to Wishlist
⭐
Ratings & Reviews
No reviews yet — be the first!
Sign in to post as verified
Send magic link
☆
☆
☆
☆
☆
Post Review
No reviews yet.
🏷️
More Books in Mathematics
Topics in Finite and Discrete Mathematics
View
Applications of Mathematics in Engineering and Economi…
View
Linear Algebra Supplement to Accompany Calculus with A…
View
Random Matrix Models and their Applications (Mathemati…
View
Continuous Crossed Products and Type III Von Neumann A…
View
First European Congress of Mathematics Paris, July 6-1…
View
Workshop Statistics: Discovery with Data, JMP Companio…
View
XXVI International Workshop on Geometrical Methods in …
View
Social Policy Reform in Hong Kong and Shanghai: A Tale…
View
Invisible Acts of Power: Channeling Grace in Your Ever…
View
✍️
More Books by Kjartan Poskitt
Hippo Murderous Maths: The Essential Arithmetricks
View
The Mean and Vulgar Bits
View
Kakuro And Other Fun Number Puzzles
View
Codes: How To Make Them And Break Them (Murderous Math…
View
Professor Fiendish's Book of Brain-benders (Murde…
View
The Fiendish Angletron (Murderous Maths)
View
Vicious Circles and Other Savage Shapes (Murderous Mat…
View
←
Previous Book
Matrices and Linear Algebra
Next Book
Einführung in die Festigkei...
→
←
Previous
Matrices and Line...
Next
Einführung in die...
→