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Nathan Grieve
Добавлен 24 май 2022
Simplify 1/3 Into Its Simplest Form
To simplify or reduce a fraction like 1/3, we need to look for the common factors between the numerator and the denominator.
Просмотров: 1
Видео
Simplify 7/8 Into Its Simplest Form
Просмотров 266 часов назад
How do you simplify the fraction 7/8? To reduce a fraction like this, we need to look for the common factors between the numerator and the denominator.
Simplify 3/4 Into Its Simplest Form
Просмотров 197 часов назад
Today we're going to simplify the fraction 3/4. To reduce a fraction like this, we need to look for the common factors between the numerator and the denominator.
Simplify 5/6 Into Its Simplest Form
Просмотров 2910 часов назад
Let’s work on simplifying the fraction 5/6. To reduce a fraction like this, we need to look for the common factors between the numerator and the denominator.
Simplify 4/5 Into Its Simplest Form
Просмотров 752 часа назад
Let's work on simplifying the fraction 4/5. To reduce a fraction like this, we need to look for the common factors between the numerator and the denominator.
Simplify 9/11 Into Its Simplest Form
Просмотров 202 часа назад
Let’s try simplifying the fraction 9/11. To reduce a fraction, we look for the highest common factor shared by the numerator and the denominator.
Simplify 3/8 Into Its Simplest Form
Просмотров 1894 часа назад
Let's work on simplifying the fraction 3/8. To reduce a fraction like this, we need to find the common factors between the numerator and the denominator.
Simplify 1/2 Into Its Simplest Form
Просмотров 2804 часа назад
Let's take a look at simplifying the fraction 1/2. To reduce fractions, we check for any common factors between the numerator and the denominator.
Simplify 5/8 Into Its Simplest Form
Просмотров 4337 часов назад
Today we are looking to rewrite 5/8 in its simplest form. They key to reducing fractions like this is to look for common factors between the numerator and denominator.
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Просмотров 76День назад
A fun problem that involves multiple trigonometric properties to work out the areas of two segments
Master SOH CAH TOA
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Learn how to use SOH CAH TOA and test your knowledge with 4 questions at the end.
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A fun problem involving 3 circles and many right-angled triangles to solve.
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An interesting problem where we need to use two semi-circles to find the area of the third. Pythagoras' Theorem, Thales's Theorem and right-angled triangles are needed to solve this one.
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Better than any of my maths teachers 😂
Mine too!
goat
2**-1
wrong 0,5/1 is simplier
technically removing the decimal from a fraction is simplifying it so 1/2 is still the simplest form.
@@LqwAbidingCitizen hmm, I see what you mean. Fabulous solution then, you were right
(x ➖ 2x+1).
must be 1.616255×10^-33 cm, hence why you called it a pink planck
I should be asleep, but this video was definitely worth sleep deprivation. :) ty
cool vid ngl
Thank you!
(26)^2=476/360=1.116 2^3(x ➖ 3x+2).
My pink stick is 1000m long
😳
(10)^2=100 360/100=1.260 1.2^130 1.2^10^10^3^10 1.2^5^2^5^3^2^5 1.1^1^1^1^3^2^1 3^2(AB ➖ 3AB+2).
You can solve everything in math using SOH CAH TOA
I didn’t know where to start with this but as soon as you started added lines it became easier
Can't decide if this one is easy but looks difficult or difficult but looks simple
Your instructions were spot on and solved my problem, well done.
Thank you!
You can find y directly because it is ((20-x)/2) you can just put that into the Pythagorean theorem
I was always taught Some Of Her Children Are Having Trouble Over Algebra
Love it
What's the best mnemonic for remembering SOH CAH TOA?
I have never forgotten this from my school days.. Spaghetti Over Hamburgers, Cows Always Hibernate, Trees Outshine Avocados 😂
To me the radius looks about 1 meter but I could be wrong.
We assume from the diagram that the flat side of the pink semicircle is parallel to the flat side of the largest semicircle. If you decide to reupload to fix the 0.5 error, consider acknowledging that assumption as well! It was a fun problem; usually I shy away from these circle-with-something-inscribed problems because I always forget the rules for chords and the like, but this one was simple enough to be approachable while still being challenging, so thank you for sharing ^~^
I did it in my head and got 0.... (10-x)^2 + (10-0.5x)^2 = 100
I want to clarify an error at the end of the video. I mistakenly said that ?=0.5, which is incorrect. It should actually be ?=1/0.5=2. Apologies for the mix-up, and let me know if you have any questions!
So, if you knew mistake why don't delete and upload new one again?
@@Kwn_Tin That's a fair point. I've definitely considered re-uploading, and I'm still thinking about it. If it were an exam question or a piece of advice, I would definitely have re-uploaded it right away. However, since this was more of a fun problem, I think there's value in showing the human side of making a mistake and owning it!
@@Kwn_Tin Re-uploading is a huge pain, putting notes in pinned comments is pretty standard.
X²+x(y-1)+y²-y=0 x=(-y+1±√(-3y²+2y+1))/2 x²+y²=(y²+1±(-y+1)√(-3y²+2y+1))/2≤1,≥0 y(1±(-3y²+2y+1)-⁰,⁵(3y-3))=0 [y=0, y=1(±),y(+)=2/3;+0*-*2/3+*1+>y-*0+*1+>y
(5)^2 (10)^2={25+100}= 180°ABC/125=1.75 1.3^25 1.3^1^1 1.3^1 1.3 (ABC ➖ 3ABC+1).
That was good. I am kicking myself for not seeing the solution.
Farage lies about Clacton headline I was walking along the Avenue de la Gare in Lausanne with an Italian girl friend and there was the Headline 'England collapse' [Versus the West Indies ]'[this was before the madness of Brexit] My girl looked at me anxiously and was surprised at my sang froid. 'Aren't you worried?' It's cricket love!' 'We in Italy we do not understand cricket!' 'Looking at the score it seems the English do not know much more!' Then we hugged and kissed and laughed .I cannot think of any headline since then that has occasioned such sang froid, such self evident bathos. Had the head line read ¿Farage tells the Truth' I might have suffered mild tremors of surprise ¿but that Farage Lied. Sadly there is no one to hug and kiss with laughter at the bathos of this event. Did you ever entertain any doubt that Farage lies? A man that is so treacherous he supports the candidature of a Rapist and a fraudster and an insurrectionist? Is that the actions of a man of Principle? A man that lies and misrepresents the EU is not likely to stop short of lying about Clacton. A man who is in the pocket of Putin, who has blood on his hand by the mere support of Trump, over three years when every sane and decent person knows what Trump is, then Farage must know but he deceives, he Misleads, he slander, he libels Harris and he exculpates and extenuates Trump. That he lied about Clacton is but one grotesque offence against Democracy the career of a man who has destroyed the UK, its society, its very unity not to mention the economy, who incites hysteria and covert racism, not to say riots by exploiting the stupid and the ignorant causing the hysterical Xenophobia about immigrants. That man of carnage over a hideous decade of political life is the most despicable career in British Politics since Henry Tudor. and Enoch Powell
This is a great problem but I have to agree with the comment that ? in the diagram = 2. In your calculation at 2:37 simple cross multiplication gives 18? = 36 which gives ? = 2 (the triangle sides need to maintain their ratios and 18:6 is the same ratio as 6:2 - not 6:0.5). Also, you can tell just by observation that the length needed is much bigger than 0.5 and looks very much like 2. This would give the overall length x = 20. Still, a great video and well explained.
You had a mistake 2:33 18/6 = 3 then 6/? = 3 ?=2, not 0.5
It was multiplied by 1/6 ==> 18/6 * 1/6 = 18/36 = 0.5
@@realnathangrieve Yes, 6/? * 1/6 = 1/?. 0.5 is in fact equivalent to 1/?, or in other words, ? = 2
@@JmeJuniperr you're right, thats my bad. So x=20
(10)^2 (10)^2={100+100}=200 10^20 10^2^10 2^5^2^2^5 1^1^12^1 2^1 (x ➖ 2x+1) .
I never knew that rule about inscribed triangles.
Super interesting, check out Thales's theorem if you want to go deeper into it
According to the historian Pamphila, the rule was first proven by Thales of Miletus (and the rule is called Thales’s Theorem for him); she claimed that Thales was so giddy about his own achievement that he sacrificed an ox, which was an expensive item in those days.
2:13 before squaring both sides you must demand the right side to be greater or equal to 0 2:49 try to find the x using Viet's theorem or something else before using Discriminant to avoid making minor mistakes
By symmetry the green line is just 10-x/2, and the quadratic is way easier to solve from there
Funny that when using calculus to solve this you get that the area of the square is equal to (20-2(10sin(pi/4)))^2 which equals (20-2(10sqrt(2)/2))^2 or (20-2(5sqrt(2))^2 which equals 34.3146
why would you use calculus?
So. I looked at the preview and said to myself it's 100% gonna be 4, skipped through whole video, it's 4. Math is nice but isn't always needed with a good eye, I guess.
It's actually easier if you substitute y = (10 - x/2) into the first equation (y^2 = 20x - x^2). No mucking about with roots if you do it that way.
That is very clever
hey man, i found an easier solution, I just uploaded it so you can see it's a LOT easier
the solution: ruclips.net/video/FyWjh4R3QPg/видео.htmlsi=MSK3MSluNnO1gaUU
ruclips.net/video/FyWjh4R3QPg/видео.htmlsi=MSK3MSluNnO1gaUU
Nice one! I'll check it out
really fun problem!
Oh that's clever, I did it a little different. I defined the right circle to be (x-10)^2+(y-10)^2=10^2, so a circle with radius 10 that touches the x- and y-axes, so the square will be divided evenly in two by the y-axis. The top right corner of the square would then be at point (s/2,s), where s is the side length, and would have to sit on the line y=2x. I substituted 2x for y and solved to get (x-2)(x-10)=0. Obviously the 10 solution was nonsense so x=2, and the side length is 4 meters.
A clever solution as well
I never thought I would spend 3 minutes learning how to workout the area of the square from two circles. I loved the randomness of youtube sometimes!
Glad you liked it!
You know, I think this is why measurement devices were invented instead of using complicated mathematics.
Same here 😂
I like the little company icons that you have in column A, obviously those are just images that you inserted. Was there a specific site that you retrieved these from?
Grabbed them from all over and then manually formatted them in Photoshop. I don't think it was the most efficient method though!
Thank you 🙂
You’re welcome 😊
That is a first-rate video and tracker. Thank you, Nathan.
Is there a specific resource you use for the company logos (first column), or did you just google for them?
@@jimroemer8085 just Google. And then resized in photoshop. I think there must be a far quicker way of doing it though!
simple, to the point, and useful! Thank you Nathan!
We Love you ❤ Nigel 💎🇬🇧
=COUNTIF($A$2:$A$25,A2)<2 ----This should be adhusted to your custom vales :)
VERY USEFUL. THANKS
Not for me thank you very much 😂
He loves clacton so much he has fcked off to america not serving the people of clacton he thinks more about Trump.
8/10 on this video said they will be voting for NF.. These voting must be liars because the vote didn't turn out that way now did it.. Tony cuenca
2024 General Election Result Clacton Reform gain from Conservative Results: ⬢ Nigel Farage (Reform)21,225 ⬢ Giles Watling (Conservative)12,820 ⬢ Jovan Owusu-Nepaul (Labour)7,448 ⬢ Matthew Bensilum (Lib Dem)2,016 ⬢ Natasha Osben (Green)1,935 ⬢ Tony Mack (Independent)317 ⬢ Andrew Pemberton (UKIP)116 ⬢ Craig Jamieson (Climate)48 ⬢ Tasos Papanastasiou (Heritage)33 Reform majority: 8,405 Turnout: 58.4%
Trump? Are you mad????