How do I teach maths GCSE?

How do I teach maths GCSE?

How to teach GCSE mathematics at home

  1. Decide which examination board you are going to use.
  2. Familiarise yourself with the specification.
  3. Choose the appropriate tier for your child.
  4. Gather resources.
  5. Make a study plan.
  6. Practise.
  7. Assess strengths and weaknesses.
  8. Teach the exam technique.

What are some resources for math?

These online resources can be of service to math teachers of all grade levels:

  • Illuminations.
  • Against All Odds (Module 19. Probability Models)
  • Get the Math.
  • National Library of Virtual Manipulatives.
  • TenMarks.
  • Better Lessons.
  • Math-Aids.
  • Desmos.

What is meant by resources in teaching/learning of mathematics?

Provides teachers with content knowledge, suggested teaching and learning ideas as well as links to other resources, including sample planning templates. Resources are organised by Mathematics strands and sub strands and incorporate the proficiencies: understanding, fluency, problem solving and reasoning.

What topics should I learn for GCSE maths?

These include:

  • Structure and calculation.
  • Fractions, decimals and percentages.
  • Measures and accuracy.
  • Algebra.
  • Ratio, proportion and rates of changes.
  • Geometry and measures.
  • Probability.
  • Statistics.

How many teaching hours do you need for GCSE Maths?

“Maths is being split into two GCSEs,” he said. “Now, a GCSE is supposed to take up to 120 guided learning hours and that’s, effectively doubling the amount of time that should be going to maths, although the government say it can still be done in the time of one GCSE.

How can I be a good math tutor?

In order to be a good mathematics tutor, you need to be patient and have a strong knowledge of the concepts that the student is struggling with. With some guided problem-solving and encouragement, your tutees will be succeeding at math in no time.

What are the tools in mathematics?

Mathematically proficient students consider the available tools when solving a mathematical problem. These tools might include pencil and paper, concrete models, a ruler, a protractor, a calculator, a spreadsheet, a computer algebra system, a statistical package, or dynamic geometry software.

What are examples of learning resources?

Teaching and learning resources

  • text books.
  • novels.
  • films.
  • plays.
  • radio programs.
  • multimedia.
  • digital learning resources including video, audio, text, animations and images.
  • lectures.

What maths resources should be in a classroom?

Primary Maths Resources & Equipment

  • Number & Place Value.
  • Mastery.
  • Problem Solving Activities.
  • Addition & Subtraction.
  • Multiplication & Division.
  • Fractions, Decimals & Percentages.
  • Weights & Measure.
  • Money.

Where can I get Maths materials for GCSE?

Welcome to Beyond’s vast network of wondrous teaching materials for GCSE Maths! Filled with all the teaching materials you’ll need to meet the needs of the KS4 Maths curriculum, feel free to explore GCSE Maths resources that offer great options in teaching, assessment, consolidation and revision.

What are the revision activities in GCSE Maths?

This is a revision activity either to be done in small groups or individually. There are the following rounds: Number, Algebra, Shape and Space, Date Handling, Using and Applying. All have 10 questions worth one point each except the Using and Applying round where there are 5 questions worth 3 point…

How many topics are there in GCSE maths 3?

3 version of this are included full version, condensed version with out space for answers to save on photocopying, condensed version with out links to answers. The GCSE maths is divided in to five different topics, there will be a different number of questions (or parts of questions) dependi…

What are the 5 a day Maths worksheets for GCSE?

Ideal revision for GCSE Foundation Maths, these worksheets require students to complete five questions each day (Monday to Saturday). Topics covered include fractions, decimals, percentages, factors, multiples, negative numbers, rounding, powers and ratio.

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