Matthewwarman0101
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A triplet of important areas of Maths at a GCSE level
This package will indefinitely increase the understanding of mathematics at a GCSE level within the sub-sections of probability, algebra and trigonometry perfect for a child to learn.
- Package deal
- • 3 items •
- GCSE Maths: Understanding Trigonometry with questions • Class notes
- GCSE Maths: Understanding Algebra with questions • Class notes
- GCSE Maths: Understanding Probability with questions • Class notes
This package will indefinitely increase the understanding of mathematics at a GCSE level within the sub-sections of probability, algebra and trigonometry perfect for a child to learn.
GCSE Maths: Understanding Probability with questions
In summary, probability is a fundamental concept in mathematics that helps us understand and quantify uncertainty. By understanding these key concepts, you can apply probability to various real-world situations, such as making informed decisions, analyzing data, and evaluating risk.
- Package deal
- Class notes
- • 4 pages •
In summary, probability is a fundamental concept in mathematics that helps us understand and quantify uncertainty. By understanding these key concepts, you can apply probability to various real-world situations, such as making informed decisions, analyzing data, and evaluating risk.
GCSE Maths: Understanding Algebra with questions
In summary, these problems cover a variety of algebraic concepts, including equations, inequalities, expressions, functions, simultaneous equations, and quadratic equations. By understanding these concepts and practicing these types of problems, you can improve your algebra skills.
- Package deal
- Class notes
- • 4 pages •
In summary, these problems cover a variety of algebraic concepts, including equations, inequalities, expressions, functions, simultaneous equations, and quadratic equations. By understanding these concepts and practicing these types of problems, you can improve your algebra skills.
GCSE Maths: Understanding Trigonometry with questions
Explanations of terms like sine, cosine, tangent, hypotenuse, opposite side, and adjacent side. 
Trigonometric identities: Equations that relate different trigonometric functions. 
Pythagorean theorem: A theorem that relates the lengths of the sides of a right-angled triangle. 
Applications of trigonometry: Examples of how trigonometry is used in various fields, such as engineering, physics, and navigation. 
Practice problems: Exercises to help learners practice trigonometric concepts and apply ...
- Package deal
- Class notes
- • 3 pages •
Explanations of terms like sine, cosine, tangent, hypotenuse, opposite side, and adjacent side. 
Trigonometric identities: Equations that relate different trigonometric functions. 
Pythagorean theorem: A theorem that relates the lengths of the sides of a right-angled triangle. 
Applications of trigonometry: Examples of how trigonometry is used in various fields, such as engineering, physics, and navigation. 
Practice problems: Exercises to help learners practice trigonometric concepts and apply ...