Butterfly Method for Fractions (Addition & Subtraction)

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👉 Learn how to add and subtract mixed numbers. Mixed numbers are numbers with two parts: the whole number part and the fraction part. Mixed numbers are ways to represent improper fractions using proper fractions.

To add or subtract mixed numbers, we first convert the mixed numbers to improper fractions by multiplying the whole number with the denominator and adding the result to the numerator, this becomes the new numerator and we retain the original denominator. After we have converted the mixed numbers to improper fraction we can now add or subtract the fractions.

Alternatively, we can split the mixed numbers and add the whole number parts separately and the fraction parts separately and then join the results.

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Organized Videos:
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✅Learn About Fractions
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https://www.youtube.com/playli....st?list=PL0G-Nd0V5ZM
✅Add and Subtract Mixed Numbers
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👨‍👩‍👧‍👧 About Me: I make short, to-the-point online math tutorials. I struggled with math growing up and have been able to use those experiences to help students improve in math through practical applications and tips. Find more here: https://www.freemathvideos.com/about-me/

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Addition, Subtraction, Multiplication and Division of Fractions - Basic Fraction Review

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This algebra video tutorial explains how to simplify complex fractions especially those with variables and exponents - positive and negative exponents. This video contains plenty of examples and practice problems for you to work on.

This video will teach you how to add fractions. Learning how to add like fractions is easy, but it is just as easy to learn how to add unlike fractions. This quick method will show you how to add fractions very fast with a lot less work.

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Faria Kids Show brought entertaining and fun-filled Nursery Rhymes, Counting, Colours, Shapes and many more titles for your children, keep watching. Subscribe to Faria kids show youtube channel, Enjoy our collection of Educational Videos, Nursery Rhymes, Moral Stories, Fairy Tales, Times Table, A to Z and much more.

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Interview Logical Puzzles :: https://www.youtube.com/watch?v=KX7fDZQUtd0&list=PLhJlXtt17ABaJ5cBGr59shoQ6m0YNzgV3

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Do you need to speak about or understand mathematics or geometry in English? This lesson teaches you all the terminology you need to translate your mathematics knowledge into English. This video will be especially important for students who are studying in an English-speaking country, and for professionals who need to work with English speakers. I'll also explain the correct sentence structures we use to talk about common mathematical operations in English. For example: "One plus one equals two", "one and one is two", "if you add one and one, you get two", and many more. This lesson covers terminology about: operations (+ - * /), fractions, decimals, exponents, roots, shapes, measurements, angles, triangles, and much more. Don't let English stand in the way of your mathematics!

TAKE THE QUIZ: https://www.engvid.com/math-ge....ometry-vocabulary-en

TRANSCRIPT

Hi. Welcome to www.engvid.com. I'm Adam. In today's video I'm going to look at some math. Now, I know this is an English site, don't worry, I'm not actually going to do any math. Philosophy and English major, so math not my favourite, but I will give you some math terminology, words that you need if you're going to do math. Now, a lot of you might be engineers or you might be students who came from another country to an English-speaking country, and you go to math class and you know the math, but you're not sure of the wording. Okay? So this is what we're looking at, terminology, only the words that you need to go into a math class or to do some math on your own. Okay?

We're going to start with the very basics. You know all these functions already. I'm just going to give you some ways to talk about them, and then we'll move on to some other functions and other parts. So, you know the four basic functions: "addition", "subtraction", "multiplication", and "division". What you need to know is ways to say an equation. Right? You know an equation. "1 + 1 = 2", that's an equation. "x2 + y3 = znth", that's also an equation which I'm not even going to get into.

So, let's start with addition. The way to talk about addition. You can say: "1 plus 1", "plus", of course is "+" symbol, that's the plus symbol. "1 plus 1 equals 2." 2 means the total, is also called the "sum". Now, you can also say: "The sum of 1 and 1 is 2." You can also just say, without this part: "1 and 1 is 2." So you don't need the plus, you don't need the equal; you can use "and" and "is", but it means the same thing. Everybody will understand you're making... You're doing addition. Sorry. Doing addition, not making. If you add 1 and 1, you get 2. Okay? So: "add" and "get", other words you can use to express the equation. Now, if you're doing math problems, math problems are word problems. I know a lot of you have a hard time understanding the question because of the words, so different ways to look at these functions using different words, different verbs especially.

If we look at subtraction: "10 minus 5 equals 5". "5", the answer is also called the "difference". For addition it's the "sum", for subtraction it's "difference". "10, subtract 5 gives you 5." Or: "10 deduct"-means take away-"5", we can also say: "Take 5 away"... Oh, I forgot a word here. Sorry. "Take 5 away from 10, you get", okay? "10 subtract 5", you can say: "gives you 5", sorry, I had to think about that. Math, not my specialty. So: "Take 5 away from 5, you get 5", "Take 5 away from 5, you're left with", "left with" means what remains. Okay, so again, different ways to say the exact same thing. So if you see different math problems in different language you can understand what they're saying. Okay?

Multiplication. "5 times 5", that's: "5 times 5 equals 25". "25" is the "product", the answer to the multiplication, the product. "5 multiplied by 5", don't forget the "by". "5 multiplied by 5 is 25", "is", "gives you", "gets", etc.

Then we go to division. "9 divided by 3 equals 3", "3", the answer is called the "quotient". This is a "q". I don't have a very pretty "q", but it's a "q". "Quotient". Okay? "3 goes into... 3 goes into 9 three times", so you can reverse the order of the equation. Here, when... In addition, subtraction, multiplication... Well, actually addition and multiplication you can reverse the order and it says the same thing. Here you have to reverse the order: "goes into" as opposed to "divided by", so pay attention to the prepositions as well. Gives you... Sorry. "3 goes into 9 three times", there's your answer. "10 divided by 4", now, sometimes you get an uneven number. So: "10 divided by 4" gives you 2 with a remainder of 2, so: "2 remainder 2". Sometimes it'll be "2R2", you might see it like that. Okay? So these are the basic functions you have to look at. Now we're going to get into a little bit more complicated math things. We're going to look at fractions, exponents, we're going to look at some geometry issues, things like that.

Can you pass Math riddles challenge? 1st, 2nd, 3rd grade math puzzles videos!
Give your brain a serious workout with 10 math games. These mind-blowing riddles will boost your brain power.
If you solve hard puzzles regularly, you will get better at math and other tasks requiring logic and critical thinking.

This is a Math song video for primary learners. Teachers may use this to motivate students to love the subject and have fun in Math. Happy singing kids!


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How does Zookeeper Ben know when to #add and when to #subtract? In this video we learn how to find clues in word problems. Identifying key words and visualizing stories are ways to help students determine how to solve a math problem. We can also use models and tools to find answers. Now, let's get back to feeding the animals!

Key words: #MathWordProblems, #Addition, #Subtraction

Aligned with Common Core State Standard—Math
Operations & Algebraic Thinking
K.OA.A.2: Understand addition as putting together and adding to, and understand subtraction as taking apart and taking from: solve addition and subtraction word problems, and add and subtract within 10, e.g., by using objects or drawings to represent the problem.

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An introduction. Short, animated video that provides an overview. Ideal for learners and teachers. Uses storytelling and real world examples to explain the subject. Narrated by a young learner.


A famous philosopher once said, "Wherever there are numbers, there is beauty" .....

One of the first things we learn as children is how to count.
As time passes, we move onto advanced math topics.
So at any point you could be learning Geometry or Trigonometry or Calculus or Algebra or even a combination of these topics.

In this video I will talk about Algebra, a KEY mathematical topic.

First, let us focus on the word Algebra.
What does it mean? Where does it come from?

The word Algebra has its origins in Baghdad and this was many many years ago.
The word algebra comes from an Arabic book whose title is:

Al Kitab al mukhtasar fi hisab al gabr wal muqabala.

This title is the source of the word: Algebra

So what does the title mean?
The English translation of the title is : The book on calculation by completion and balancing.

Now let us look at a few more definitions:

Algebra is putting real life problems into equations and then solving them.
That does not say much does it? So let us take a simple real world example:

A clown was invited to perform at a birthday party.
The clown arrived in the party with 18 balloons.
On the way to the birthday party 7 balloons got blown away.
So how many balloons did the clown have in the beginning?

Algebra helps us arrive an answer. Let us see how?

Let us denote this unknown number with an alphabet.
You can use any alphabet but a common one is the alphabet 'X'.

Now X gets reduced by 7 since 7 balloons were blown away. Let us write this down:

After this happened the clown was left with 18 balloons.

So X -7 = 18.

What we have here is an equation with 1 unknown number.

Using a bit of mathematical magic , we can now say:

X = 18 + 7

Or

X is equal to 25.

25 IS THE NUMBER OF BALLOONS THE CLOWN HAD IN THE BEGINNING.

Since this example is fresh in our minds, let us look at another definition of Algebra.

Algebra is about finding unknowns. It is the branch of mathematics that substitutes letters for numbers.

Finally, Algebra is the beginning of a journey that gives you the skills to solve more complex problems.

So play with Algebra and you will surely be rewarded.

Thank You.



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