Almost there! Just a few clicks from the resource you need.

You can either checkout with the notes in your basket now, or find more notes. The choice is yours!

My Basket

My Basket

Math in Society Percentages

Percentages, rules, and examples.

£0.50 Preview Remove

Pascal’s Triangle

how to use Pascal’s Triangle to solve math problems

£2.00 Preview Remove

A-LEVEL EDEXCEL MECHANICS FULL COURSE SUMMARY

Summary Cheat Sheet Perfect for last-minute review or ongoing study, these notes are your key to mastering the course and achieving excellence in your exams. They cover all the key concepts, formulas, and methodologies you need to know. Concise Summaries and Key Formulas: includes clear diagrams to aid visual learning Student-Centered Design: Created by a student for other students, these notes focus on clarity and ease of use. Overview of niche aspects of course that may be glossed over during general review. Order Now and Start Excelling!

£6.25 Preview Remove

IGCSE Math 0980 Solved Core Paper 3 Spring 2019.

Students can get good marks by preparing and understanding the previous exam questions. In addition questions are asked from past papers as well.

£3.75 Preview Remove

Data Mining - Bayesian Classification

Data Mining - Bayesian Classification

£12.50 Preview Remove

5 rupees note

Fancy Number 5 rupees note

£0.50 Preview Remove

Elementary Vector

Basics and higher explanations of Elementary Vector

£5.00 Preview Remove

Algebra - Vector Inner product spaces

Notes directly for the University of Bath 2nd year IPS and vector space course. As it is maths, will be similar to any course on IPS or Vector spaces. Includes marks of common exam questions here at bath. There will be similar to most other notes. Notes cover: Vector subspaces, sums and intersections, complementary subspaces, quotient spaces. Dual spaces, transpose of a linear map, annihilators. Inner product spaces over R and C. Cauchy-Schwarz inequality. Gram-Schmidt orthonormalization. Orthogonal subspaces and complements. Linear operators on inner product spaces. Orthogonal and unitary groups. Properties of eigenvalues and eigenspaces. Finite dimensional spectral theorem. Bilinear forms, relation with dual spaces, nondegeneracy. Tensor products and applications. Multilinear forms, alternating forms. Alternating bilinear forms, classification. Quadratic forms, relation to symmetric bilinear forms. Sylvester's law

£3.13 Preview Remove

Understand the concept of a limit of a function and how it relates to continuity."

Get to know the detail summary of "the concept of a limit of a function and how it relates to continuity."

£11.25 Preview Remove

My Basket