This video covers how to convert recurring decimals to fractions.This concept is quite tricky so feel free to watch it a couple of times.





KS3
- Not on course
GCSE Founda
tion - Not on course
GCSE Higher - All...

This video looks at how to convert fractions to decimals when the decimals recur, such as 1/3 = 0.33333...



If you want to know how to convert basic fractions to non recurring decimals, take a look at this video:...

In this video we cover how to add and subtract fractions, by first finding a common denominator, and then adding or subtracting the numerators.



KS3 - All on yo
ur course
GCSE Foundation - All
on your course
GCSE...

This video is part 1 of our series on fractions. It covers what fractions really mean i.e. parts of a whole number, as well as how to simplify them. We also explain the terms numerator and denominator.



This video is...

This video covers how to use negative powers.



This is part 5/6 part in our series

on powers.

Powers are also known as indices, order or exponents, so don't worry if you call them something different - the...

This video explains how to find the coordinates of a point that lies a certain ratio along a line, e.g.

"If A is (3, 4) and B is (-7, 8), and C lies somewhere on the line AB such that AC : CB is 3 : 1, what are the...

This video will look at:

The difference between rational and irrational num
bers.
The 4 main types of rational numbers, which are integers, fraction, terminating decimals and recurring
decimals.
2 examples of irrational...

This video covers how rearrange formulas to make a particular variable (letter) the subject, when that variable appears in the equation more than once.



This video is suitable for maths courses around
the world.
KS3 -...

This video covers:

- How to write ratios as fract
ions
- We cover both part to whole and part to part

fractions

This video is suitable for maths cours
es around the world.

KS3 - All on your course
GCSE...

Fractions with the same denominator, are called ‘like’ fractions. Adding like fractions is simple- we just add the top numbers (the numerators). The denominators stay the same. For example, 1/8 + 2/8 equals 3/8



Adding...

In this video highlight the step by step process that students must know to solve for x in a linear equation.

In this video I will explain how to solve an equations when the denominators all have different numbers.

In this video we are going to focus on eliminating the fractions so that we can solve

Here are some of the mistakes that students make when applying operations with functions

In this video I will go ahead and explain when we need to reciprocate a fraction that is raised to a negative power

Not all complex fractions are created equally but there are some things you should know about complex fractions that will make simplifying them much easier.

Mr. Addit uses word problems to demonstrate strategies for multiplying fractions by whole numbers. He then models converting answers to these problems to either whole numbers or mixed numbers.

Mr. Addit teaches how to subtract fractions and mixed numbers with unlike denominators by finding common denominators.

Mr. Addit teaches how to add fractions and mixed numbers with unlike denominators by finding common denominators.

Mr. Addit demonstrates that fractions may be added or subtracted when the fractions have like denominators.

Mr. Addit demonstrates the method for ordering regular fractions, improper fraction, and mixed numbers on a number line.

Mr. Addit reviews the process for adding and subtracting fractions using like denominators. He provides several problems and asks your student if he can subtract or add the fractions.

Mr. Addit introduces the terms mixed numbers and improper fractions. He then demonstrates the method for converting improper fractions into mixed numbers.

Mr. Addit demonstrates the method for comparing and ordering fractions by finding common denominators.