Fractions made easy - adding three fractions fast

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Working out percentage discounts is easy, just use one or two of the tricks suggested in this math lesson.
To work out the discount subtract from one hundred percent, then use a mental break up technique to calculate the percentage discount. To donate to the tecmath channel: https://paypal.me/tecmath?locale.x=en_AU To donate to the tecmath channel: https://paypal.me/tecmath?locale.x=en_AU
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How to work out the area of a rectangle in square feet and square inches.


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This cool math trick for multiplication is amazing - you will be solving math with no problem! Multiply numbers instantly without hesitation and amaze everyone with your genius! Become the lord of mathematics!

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This math problem can be solved using logic - not just blind guessing!

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#mathproblems
#mathriddles
#mathsforfun

To learn the times tables use your hands as well as your head! Multiplication had never been so easy using this easy trick - including some of the six, seven, eight, nine and ten times table.

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Converting fractions to percentages is easy. This video shows how to do it without any tricks - just the no nonsense easy approach. Remember any video requests - send them in!

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Ratios and proportions, scaling up and down, currency conversions...even percentages - these are easy to do using this easy to apply method.


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Multiplying Fractions is simple. .

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https://www.youtube.com/playli....st?list=PLjbxBzUM6SL

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#fractions
#fraction
#fractionsmath

The Pythagorean theorem is an easy to use relation in geometry among the three sides of a right triangle. It states that the area of the square whose side is the hypotenuse (the side opposite the right angle) is equal to the sum of the areas of the squares on the other two sides.

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BTW for those interested - Pythagorean history is fascinating!
Pythagoreanism originated in the 6th century BC, based on the teachings and beliefs held by Pythagoras and his followers, the Pythagoreans. Pythagoras established the first Pythagorean community in Italy. These guys were into the divinity of numbers and were a fully blown religion!
Of all the stories of the Pythogeans - one on my favourite is the one Hippasus - a devoted follower.
Legend has it that he was the first person to prove the existence of an irrational number—he showed that the square root of two was an irrational, never-ending number. This was more than just a major discovery—it was open rebellion! Pythagoras had taught that all numbers could be expressed as ratios of integers, and Hippasus had proven his divine teacher wrong.According to the legend, Hippasus showed his proof to Pythagoras while they were on a boat. In response, Pythagoras grabbed Hippasus, wrestled him to the side of the boat, and held his head underwater until he stopped moving. Then Pythagoras threw the lifeless body overboard, turned to the others aboard, and warned them never to tell a soul what had happened.That story is probably not true. It seems to be a twisted version of a Pythagorean fable that said Hippasus was drowned by the gods as punishment for disclosing the secret of irrational numbers to the world.But that story still reveals something creepy about the Pythagorean cult. They spread this story, it’s believed, as a parable—a warning telling their followers that if they shared the cult’s secrets with the world, they could expect a watery grave. To donate to the tecmath channel: https://paypal.me/tecmath?locale.x=en_AU To donate to the tecmath channel: https://paypal.me/tecmath?locale.x=en_AU
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How do you graph parabolas?
Easily?
Simply?
Quickly?

That's how you graph parabolas.


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How to divide decimals: first divide as if there is no decimal. Next, count the number of digits after the decimal in each number. Through a bit of subtraction you can work out where the decimal goes.
#decimals #decimaldivision #howtodividedecimals


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How Many Faces, Edges And Vertices Does A Hexagonal Prism Have?
Here we’ll look at how to work out the faces, edges and vertices of a hexagonal prism.
We’ll start by counting the faces, these are the flat surfaces that make the shape. A hexagonal prism has 8 faces altogether - 2 hexagons and 6 rectangles.
Next we’ll work out how many edges the hexagonal prism has, which are where two faces meet. A hexagonal prism has 18 edges.
Next we’ll count the corners of the shape (the corners). A count will show there are 12 vertices.

For the full playlist for the faces, edges and Vertices of a whole lot of 3D shapes go to https://www.youtube.com/playli....st?list=PLjbxBzUM6SL

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This math trick allows you to work out the square root of any number - NOT JUST PERFECT SQUARES - instantly. With decimals. With ease. Can you work faster than a calculator? With this tecmath trick you just might! The math shortcut magic is back!

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This video was sponsored by Skillshare.
The first 1000 people to use the link will get a free trial of Skillshare Premium Membership.
https://skl.sh/tecmath10201

The game of nim is an easy to learn math strategy game, that can be played anywhere with matchsticks, rocks, twigs....
But best of all, whilst it looks fair, there is a math strategy you can employ to win everytime!

Game of Nim link: https://www.archimedes-lab.org..../game_nim/play_nim_g

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#skillshare
#sponsoredvideo
#mathgame

Dad and the Dinosaur
by Gennifer Choldenko
Illustrated by Dan Santat
Read by Let's Read Stories

A heartwarming father-son story about bravery and facing fears.

Nicholas was afraid of the dark outside his door, the bushes where the giant bugs live, and the underside of manhole covers.

His dad was not afraid of anything.

Nicholas wants to be as brave as his dad, but he needs help. That’s why he needs a dinosaur. After all, dinosaurs like the dark, bugs are nothing to them, and they eat manhole covers for lunch (and everything under them for dinner).

With his toy dinosaur, Nicholas can scale tall walls, swim in deep water, even score a goal against the huge goalie everyone calls Gorilla. But when the dinosaur goes missing, everything is scary again.

Luckily, his dad knows that even the bravest people can get scared, and it’s okay to ask for help facing your fears. It’s just guy stuff.

A family classic in the making from the dream team of Newbery Honor-winner Gennifer Choldenko and Caldecott Medal-winner Dan Santat.

★ "[Choldenko's] knowing, understated storytelling and Santat’s warm, expressive spreads give full credence to the fears that weigh on kids, as well as the presences—both real and imagined—that can help alleviate them."—Publishers Weekly (starred review)
Click here to purchase Dad and the Dinosaur: https://www.amazon.com/Dad-Din....osaur-Gennifer-Chold

What Do You Do With an Idea
by Kobi Yamada
Illustrated by Mae Besom
Read by Let's Read Stories

A New York Times Best Seller and award-winning book, What Do You Do With an Idea? is for anyone who's ever had a big idea.

This is the story of one brilliant idea and the child who helps to bring it into the world. As the child's confidence grows, so does the idea itself. And then, one day, something amazing happens. This is a story for anyone, at any age, who's ever had an idea that seemed a little too big, too odd, too difficult. It's a story to inspire you to welcome that idea, to give it some space to grow, and to see what happens next. Because your idea isn't going anywhere. In fact, it's just getting started.

Praise for What Do You Do With an Idea?

National best seller, appearing in the New York Times, Wall Street Journal, USA Today, and Publishers Weekly.

Gold medal winner of the Independent Publishers Award, the Washington State Book Award, and the Moonbeam Children's Book Award.

"What makes this message so unique is the simple but beautiful way it's delivered, in narrative and illustration, through the eyes and voice of an innocent and hopeful child. What Do You Do With An Idea? is a spectacular book for all ages and is a wonderful treasure for any home or school library."—The Children's Book Review


"Despite the fact that it's Yamada's first time writing a children's book, it's had breakout success, selling over 300,000 copies since its publication date of January 2014."—Publisher's Weekly

Kids Books like What Do you Do With an Idea read aloud are the perfect stories and experiences to build children's imagination and creativity. Help develop confidence in your toddler, kindergartener, 1st or 2nd grader with this story to listen to as supplemental reading or to read along with. Hearing children read stories can introduce kids to sentence structure and literacy in a safe and supportive environment. Thank you for watching!

Click here to purchase What Do You Do With an Idea: https://www.amazon.com/What-Do....-You-Idea/dp/1938298

We interrupt your normally scheduled Crash Course content to bring a new and exciting project we're calling 'Recess'! These short, fully animated episodes are going to pop up a few times a year and will shed light on amazing stories from past or current Crash Course subjects that for one reason or another didn't make it into the shows. We're hoping they inspire you to get back into a series you may have drifted away from, or spark an interest in a subject you didn't even know you found cool! So kick back, relax, and enjoy some Recess time.

Crash Course is on Patreon! You can support us directly by signing up at http://www.patreon.com/crashcourse

Thanks to the following Patrons for their generous monthly contributions that help keep Crash Course free for everyone forever:

Mark Brouwer, Nickie Miskell Jr., Jessica Wode, Eric Prestemon, Kathrin Benoit, Tom Trval, Jason Saslow, Nathan Taylor, Divonne Holmes à Court, Brian Thomas Gossett, Khaled El Shalakany, Indika Siriwardena, Robert Kunz, SR Foxley, Sam Ferguson, Yasenia Cruz, Daniel Baulig, Eric Koslow, Caleb Weeks, Tim Curwick, Evren Türkmenoğlu, Alexander Tamas, Justin Zingsheim, D.A. Noe, Shawn Arnold, mark austin, Ruth Perez, Malcolm Callis, Ken Penttinen, Advait Shinde, Cody Carpenter, Annamaria Herrera, William McGraw, Bader AlGhamdi, Vaso, Melissa Briski, Joey Quek, Andrei Krishkevich, Rachel Bright, Alex S, Mayumi Maeda, Kathy & Tim Philip, Montather, Jirat, Eric Kitchen, Moritz Schmidt, Ian Dundore, Chris Peters, Sandra Aft, Steve Marshall
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In eastern Europe, in the 17th century a couple of "great powers" were coming into their own. The vast empire of Russia was modernizing under Peter the Great, and the relatively tiny state of Prussia was evolving as well. Russia (and Tsar Peter) reformed many aspects of Russian governance, realigning them toward the way things were done in western Europe. In Prussia, efficiency of institutions became a thing, and Prussia turned into "a large army with a small state attached."

Crash Course is on Patreon! You can support us directly by signing up at http://www.patreon.com/crashcourse

Thanks to the following patrons for their generous monthly contributions that help keep Crash Course free for everyone forever:

Eric Prestemon, Sam Buck, Mark Brouwer, Timothy J Kwist, Brian Thomas Gossett, Haxiang N/A Liu, Jonathan Zbikowski, Siobhan Sabino, Zach Van Stanley, Bob Doye, Jennifer Killen, Nathan Catchings, Brandon Westmoreland, dorsey, Indika Siriwardena, Kenneth F Penttinen, Trevin Beattie, Erika & Alexa Saur, Justin Zingsheim, Jessica Wode, Tom Trval, Jason Saslow, Nathan Taylor, Khaled El Shalakany, SR Foxley, Sam Ferguson, Yasenia Cruz, Eric Koslow, Caleb Weeks, Tim Curwick, David Noe, Shawn Arnold, William McGraw, Andrei Krishkevich, Rachel Bright, Jirat, Ian Dundore
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Sources
Hosking, Geoffrey. Russia: People and Empire. Cambridge: Harvard University Press, 1997.

Hunt, Lynn et al. Challenge of the West: Peoples and Cultures from 1320 to the Global
Age. Lexington: D. C. Heath, 1995.
Kivelson, Valerie A. and Ronald Grigor Suny. Russia’s Empires. New York: Oxford
University Press, 2016.
Stites, Richard. Serfdom, Society, and the Arts in Imperial Russia The Pleasure and the Power. New Haven: Yale University Press, 2008.

IMAGES and FOOTAGE:
Wikimedia Commons
iStock/fotoVoyager
Storyblocks/guillaumelynn

The Milky Way is our neighborhood in the universe. It’s a galaxy and there are many others out there. Galaxies contain gas, dust, and billions of stars or more. They come in four main shapes: elliptical, spiral, peculiar, and irregular. Galaxies can collide, and grow in size by eating each other.

Check out the Crash Course Astronomy poster here: http://store.dftba.com/product....s/crashcourse-astron

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Chapters:
Introduction: Galaxies 00:00
Spiral Galaxies 3:00
Elliptical Galaxies 5:22
Galactic Collisions 6:18
Peculiar Galaxies 8:46
Irregular Galaxies 9:29
Review 11:08
--
PBS Digital Studios: http://youtube.com/pbsdigitalstudios
Follow Phil on Twitter: https://twitter.com/badastronomer

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PHOTOS/VIDEOS
NGC 5363 http://aftar.uaa.alaska.edu/gallery/details.cfm?img=316&type=# [credit: T.A. Rector (University of Alaska Anchorage) and H. Schweiker (WIYN and NOAO/AURA/NSF)]
Panorama of Spiral Galaxy, M31 http://www.noao.edu/image_gallery/html/im1259.html [credit: Local Group Survey Team and T.A. Rector (University of Alaska Anchorage)]
Animation of a variable star http://www.spacetelescope.org/videos/heic1323j/ [credit: NASA, ESA, M. Kornmesser]
Hubble M31 PHAT Mosaic http://hubblesite.org/newscent....er/archive/releases/ [credit: NASA, ESA, J. Dalcanton, B.F. Williams, and L.C. Johnson (University of Washington), the PHAT team, and R. Gendler]
Elliptical - Death of giant galaxies spreads from the core https://www.spacetelescope.org/news/heic1508/ [credit: ESA/Hubble & NASA]
Spiral - HUBBLE VIEW OF BARRED SPIRAL GALAXY MESSIER 83 http://sci.esa.int/hubble/5359....0-hubble-view-of-bar [credit: NASA, ESA, and the Hubble Heritage Team (STScI/AURA). Credit: William Blair (Johns Hopkins University)]
Peculiar - Colliding galaxies make love, not war https://www.spacetelescope.org/news/heic0615/ [credit: NASA, ESA, and the Hubble Heritage Team STScI/AURA)-ESA/Hubble Collaboration]
Irregular - Little Galaxy Explored http://www.nasa.gov/mission_pa....ges/spitzer/multimed [credit: NASA/JPL-Caltech/STScI]
Hubble Image of Messier 101 http://hubblesite.org/newscent....er/archive/releases/ [credit: NASA, ESA, K. Kuntz (JHU), F. Bresolin (University of Hawaii), J. Trauger (Jet Propulsion Lab), J. Mould (NOAO), Y.-H. Chu (University of Illinois, Urbana), and STScI]
A poster-size image of the beautiful barred spiral galaxy NGC 1300 http://www.spacetelescope.org/images/opo0501a/ [credit: NASA, ESA, and The Hubble Heritage Team STScI/AURA)]
NGC 3344 http://skycenter.arizona.edu/g....allery/Galaxies/NGC3 [credit: Adam Block/Mount Lemmon SkyCenter/University of Arizona]
Flocculent spiral NGC 2841 http://www.spacetelescope.org/news/heic1104/ [credit: NASA, ESA and the Hubble Heritage Team]
Barred Spiral Galaxy NGC1365 https://www.noao.edu/image_gal....lery/html/im1034.htm [credit: SSRO/PROMPT and NOAO/AURA/NSF]
Magnificent Details in a Dusty Spiral Galaxy http://hubblesite.org/newscent....er/archive/releases/ [credit: The Hubble Heritage Team]
Panning across Messier 77 http://www.spacetelescope.org/videos/heic1305b/ [credit: NASA, ESA, Digitized Sky Survey 2. Acknowledgement: A. van der Hoeven]
Hubble Mosaic of the Sombrero Galaxy http://www.spacetelescope.org/images/opo0328a/ [credit: NASA/ESA and The Hubble Heritage Team]
Spiral Galaxy NGC 4565 http://www.eso.org/public/images/eso0525a/ [credit: ESO]
M87 (with Jet) http://skycenter.arizona.edu/g....allery/Galaxies/M87% [credit: Adam Block/Mount Lemmon SkyCenter/University of Arizona]
M59, NGC4621 https://www.noao.edu/image_gal....lery/html/im0579.htm [credit: NOAO/AURA/NSF]
Fulldome simulation of colliding galaxies http://www.spacetelescope.org/....videos/gal_coll_dome [credit: NASA/STScI]
Antennae Galaxies http://www.spacetelescope.org/images/potw1345a/ [credit: ESA/Hubble & NASA]
Terzan 5 Artist’s Concept http://www.sdss3.org/press/ima....ges/20111130.fourtai [credit: Amanda Smith, Institute of Astronomy, University of Cambridge]
Interacting Galaxy Pair Arp 87 http://hubblesite.org/newscent....er/archive/releases/ [credit: NASA, ESA, and the Hubble Heritage Team]
Doing cartwheels to celebrate the end of an era http://www.spacetelescope.org/images/potw1036a/ [credit: ESA/Hubble & NASA]
Hoag's Object http://hubblesite.org/newscent....er/archive/releases/ [credit: NASA and The Hubble Heritage Team]
Paranal Nights https://www.eso.org/public/images/potw1401a/ [credit: Y. Beletsky (LCO)/ESO]
Tarantula Nebula http://www.eso.org/public/images/eso1023a/ [credit: TRAPPIST/E. Jehin/ESO]
Hubble Ultra Deep Field 2014 http://hubblesite.org/newscent....er/archive/releases/ [credit: NASA, ESA]