Finding a Missing Hypotenuse in a Right Triangle

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In this video, I explain how to use the Pythagorean Theorem to find the hypotenuse of a right triangle when you are given the other two sides of the triangle.
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I like the way you ended each one with a real world value, that gives the process a solid meaning.

armorvestrus
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The perfect explanation for the hypotenuse. Thank you so much for your calm voice and excellent video.

lettyserujo
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Thank you so much, u explain it very nicely, good job

santoshraman
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Tamil old literature gave a much simple method. 7/8 0f length plus 1/2 of height is karnam i.e hypotenuse. Accordingly 8×7/8 +1/2×6 = 7 +3 = 10....

KannapiranArjunan-vmrq
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Right angle triangles are beautifully simple things to design and extrapolate other data from. You start from a single point and draw lines of equal length away from the centre point 90 degrees from each other. The length of the hypotenuse is the sum of the squared lengths of the other two sides. That's the easy part. The second part to the beauty of this geometry is that you can extrapolate a perfect 45 degree angle by then marking the halfway point of the hypotenuse. Then you draw a line from your orginal starting point through the dividing line of the hypotenuse and bingo! Perfect 45 degree angle. The beauty of all geometry is in its simplicity and the things you're able to do with it from simple deduction alone. Extra credit for the real masters who can spot the play on words in play here. Hint: you can solve that puzzle by playing the word game Hangman. It's a trick question, don't over think it ;)

edwoods
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but my question is that how they gonna add up to 180

soggicc
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Now I know how the rise/ run/diagonal works on my construction master. I thought it was magic.

Schwab
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What if there is no given height of the right triangle

beaaggabao
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Lol I literally forgot this, I'm using this for inverse trigonometric functions

anonymoose
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got bored today so I decided to learn some math. I'm surprised with how easy this was to learn.

Frer
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Thank you much I am in 5th grade and, I kinda understood but now I know how to do it. again thank you sooo much.😁😁😁😁😁😀🙂😆🤸^﹏^.

cooldude
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