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Jessica McConnell
Canada
Приєднався 1 жов 2017
Відео
Long Division (review with simple numbers and with polynomials)
Переглядів 794 роки тому
Introduction to polynomial division
How to Sew a Fabric Mask
Переглядів 194 роки тому
Sewing a non-medical, personal protective mask (using quilting cotton). This design includes a filter pocket for extra protection if needed.
Algebraic Equation: Visual Proof w/ Fraction Bars
Переглядів 294 роки тому
Algebraic equation proof using mathematical modelling
Subtracting Fractions (unlike denominators)
Переглядів 254 роки тому
Using fraction bars to model fraction subtraction
Adding Fractions (Mathematical Modelling)
Переглядів 354 роки тому
Using fraction bars to model fraction addition (unlike denominators)
Solving More Systems of Equations (2 x 3 table)
Переглядів 924 роки тому
Using a table to solve a system of linear equations
Solving a System of Equations (with a table)
Переглядів 2,6 тис.4 роки тому
Solving a System of Equations (with a table)
Egyptian Lattice Multiplication (+ Polynomials)
Переглядів 1364 роки тому
Egyptian Lattice Multiplication ( Polynomials)
Long Division (British vs French Methods)
Переглядів 6 тис.4 роки тому
Long Division (British vs French Methods)
Solving Quadratics 3.0 (Radical Solutions)
Переглядів 224 роки тому
Solving Quadratics 3.0 (Radical Solutions)
Completing the Square 2 (Visual Model)
Переглядів 164 роки тому
Completing the Square 2 (Visual Model)
Factoring Polynomials on a Grid (Visual Models 3)
Переглядів 1194 роки тому
Factoring Polynomials on a Grid (Visual Models 3)
Factor polynomials with a negative constant (Visual Models 2)
Переглядів 404 роки тому
Factor polynomials with a negative constant (Visual Models 2)
Factoring Polynomials with Visual Models (1)
Переглядів 4814 роки тому
Factoring Polynomials with Visual Models (1)
Difference of Squares (Number Sense Problem of the Week)
Переглядів 134 роки тому
Difference of Squares (Number Sense Problem of the Week)
This is my homework
Same
Same lmao
Same
Thanks lol ;) ^_^
How weird, I grew up in France and we didn't use any of the French methods shown here.... I guess there are even more methods....how confusing!
THANK YOU SO MUCH!!
Ive been always using the British method as in india all the students use this method only but the french method is very difficult for me like its tough and also very confusing
@@preetisingh7306 familiarity makes things seem easier. The more you practice something new, the more familiar it becomes and the easier it will be.
helped me understand my son's French maths homework and provide support of his learning, big thanks for your concise and clear explanation
My also 😢😢
Wow, jesteś bardzo pracowita. Swietne pomysły. Wszystkiego dobrego.
My brade never is completely two ribbons.
You would need to start with outer dimensions that are both divisible by 2 to get two separate ribbons.
This is my holiday homework 😅
Thank you so much this helped me in class
Thank you
Lighting...Lighting....Lighting.
Thank u‼️‼️
Thank you so much for making this vid Jessica. I've been watching videos on how to do this and yours is by far the most simplest and with detailed instructions. Again, thank a bunch❤
Glad to help
Simple and effective
Precioso💜💜💜💜💜💜
Thank you ❤ 🌈 🎨
this is my homework😭😭😭
so real for that
Same😭
Same😭
Same I'm in Latvia and it's still my homework
Same
Very nice but it’s a little dark and hard to see exactly what your doing.
In Brazil we learn something similar to the French method but with some differences
Yes, you were probably taught the real thing and not this completely misunderstood version.
This was in my homework
Me too , i hate it
a@@wnwxxtt5081
What is a introduced here as the French method is a generalization of the actual French method as another person has also mentioned in the comments. Otherwise, the French method is exactly the same as the English algorithm, but the way it is illustrated is more intuitive (left to right, corresponding to numerator to denominator). In the French system, there cannot be any confusion as to what goes where.
OutSTANDING. Far easier than that clunky British nonsense.
❤😊
Genuine question: Is this the actual French method, or a useful generalisation of it? Because I've always had the impression that the French and English methods are identical except for the organisation of the numbers (I studied in Lebanon where both methods are used depending on the language of instruction). The method here is still applicable to the English organisation, providing you forego place-value considerations, and in fact it is very similar to what English speakers call “area model division”. So is it really the “French method” or a completely different method?
I learned the standard “English “ algorithm as a child in a Western Canadian context. I was introduced to the “French” algorithm while at school in France. I see some similarities between the method taught in France and what is commonly referred to as Egyptian multiplication. It wouldn’t surprise me at all to learn that it was acquired/adopted from elsewhere. Today it is the standard algorithm in France and parts of Canada for teaching children to divide multi-digit numbers.
I grew up doing it the French way and can never learn to doo it the other way!
Check out my video on Egyptian lattice multiplication! ua-cam.com/video/fB88fuTj7Bw/v-deo.html
Thanks I needed for the assignment 😜
tysm
When you wind up with a remainder you multiply it by 10 and you start a period for decimal numbers. 17÷4 = 4.25 because the remainder can be divided so how many times does 4 goes in 1 = 0 in order to continue you multiply 1 by 10 which is 10. Now the quotient as a period attached to it 0. So how many times 4 goes in 10? 2 times with a value of 8. 10-8 =2 So far we have 0.4 but there is still a 2 remaining that we multiply by 10 and we now have 20. how many times does 4 goes in 20 = 4 times. So the complete answer is 4.25
While your comment is true, the process of multiplying by ten to continue dividing is not helpful when the result is a periodic or repeating decimal. Students who are reliant on procedural reasoning but who do not have solid number sense can end up dividing over and over again until they realize that there is a pattern.
@@weavingwonder when you wind up with a periodic it can be written as a fraction. 1/3 = 0.33... So, in decimal you can write it as so. When the periodic occurs later and this can happen, you just add a vinculum like so. 0.⎺ but with a 3 underneath.
thank you so much!! i needed this for an assignment lol! <3
Glad I could help!
so creative man i am proud of you
Muito bonito. Obrigado.
I use British method and the french one is strange to me but somehow very understandable and manageable.
Do they divide polynomials this way too?
It is definitely doable. Try it!
Yes indeed. Actually, you can think of numbers as polynomials of powers of 10. 492 = 4*10^2 + 9*10 + 2
How to use this with decimals like "1.206 ÷ 0.3"?
Multiply both values by 10 to change the divisor to 3. 12.06 /3 is quite easy to do after that.
The British method is so strange to me... I grew up in Quebec, Canada, so we did the French method, and when I saw someone doing the British method, I got super confused because I had no idea what number was the dividend, divisor or quotient.
True. The French method is consistent with the order of the operands in the operation and therefore leaves no ambiguity to as what is what.
Check out my video on Egyptian Lattice Multiplication! ua-cam.com/video/fB88fuTj7Bw/v-deo.html
Thanks Jessica for your video (I was just curious to compare the process). I am joking: "maybe the English and the French had a war about long division." (I grew up in a Francophone a country.)
Thank you so much. You're so creative! ❤️
thanks
Thankyou sm
I've never seen someone use the approach you did. They also divide by/factor out the leading coefficient. Your approach is much easier and still makes sense!
super
is this tessalation by just rotation?
This helped with my assesment ty
r u from deakin
gorgeous and beautiful Done thanks
Thank you for the video 🙏 so very helpful ❤️
You will see a whole lot of such designs being done to decorate verandahs in South India using white dust. It is a pretty ancient cultural practice in Hindu homes
I very much prefer the flexibility of the French division/Partial Quotients method.
Me too👍
So, this is your way of introducing students to Gaussian Elimination and matrix-row operations? Sneaky, sneaky. 😁
Wha… what