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This works for any person you want to use in the equation but you start with the older person's age. No matter who, all of humanity is your soul mate.

Great video, however i don't know if it's due to Demos graph has been updated or not, it won't show the left tab of the desmos graph calculator, they will have do open in a different window. I tried adjusting the width and height of the code but didn't work unfortunately. If will still show the graph, just not the function tab on the left.

What if 19 born 04

Thank you for this! I knew it had to be a reverse math equation because I started trying different peoples ages with mine and they all were my ‘soulmate’ 😂

W youtube channel

Very useful, thank you very much!

Excellent video. Thank you

Hi do you know what type of math is 116

Suggestion, the calculator defines payments as cash inflows (+) and cash outflows (-). Since your initial payment of 5,000 is a cash outflow (from your personal standpoint), plug it in as a negative number.

Thank you, so the augmented matrix is just a regular matrix, I expected there is a specific symbol in geogebra for augmented matrix

Thank you

Thank you! What's your LinkedIn account link?

Yes this Monica I appreciate you.

W, nice video

*promo sm* ✌️

Thank you! Exactly what I needed, explained well.

Angel!!!!!!!

Thankyou!🤍

The example at minute 5:26 with hockey players can be represented as "all canadians are men" ...so isn't it invalid?

Promo sm

The code doesn’t work.

most simple and easy way to understand thank you

This is the Desmos embed code: < src="www.desmos.com/calculator/h6sgz16d4j?embed" width="500" height="500" style="border: 1px solid #ccc" frameborder=0></>

Where did you share the code you pasted into the embed?

Professor Barker I got a C+ in my math class thanks to your RUclips channel and Professor Osama. Thank you for everything you do.

Hi, Can we derive this equation from graphing on Desmos ?

I didn't know this was possible, thanks it worked!

Thank you so much for everything you do for your students. You are the best professor ever. I hope to have you in my other math classes.

Keep doing what you’re doing, you have helped approximately 76 thousand viewers and that can only increase!! You’re amazing 🤝

you rock!!!! hats of to you for creating educational content, i could not string enough words together to adequately describe how spectacularly appreciative i am of your contributions to the maths community

Off topic but I've noticed there is lag when writing (user input) and the output being displayed on the screen. Is there a way to minimize lag and make it non existent. What hardware would i need to make this happen? I've seen folks off youtube able to free flow with zero lag who are unwilling to share their secrets. Could you kindly shed light on how they're able to accomplish this? Thanks.

thank you very much

This has helped me so much, you explain everything very clear! Thank you

prof tammy, pls take over for my professor <3

I tried it with different numbers it all come out the same so it’s just something fun to do

【ｐｒｏｍｏｓｍ】

Uh, doesn't your last diagram say that every U.S. citizen is in the Army?

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Thank you it is so informative!

These clips are very useful for students of schools.

Great job!

very good video, helped out a lot!

This didn't work for us. Does that mean we are true soulmates???

Encontrar tu alma gemela sumando

Thank you queen Tammy. You really popped off with this video!!

Very nice!

FYI - at 4:38 that is a picture of Bernhard Riemann, not Christian Goldbach. Also all prime numbers are either one more, or one less than multiples of 6 to my knowledge.

5gd vur.fyi

Perhaps the Twin Prime Conjecture can be proven from inference based on the twin prime counts in the matrices of the “Architecture of the Primes” (see bigprimenumber.com). The matrices are bounded by prime factorials (PF) 6, 30, 210, 2310, 30030, 510510 etc. Matrix 2 is between 6 and 30 and has 2 twin pairs (11/13, 17/19). In Matrix 3, bounded by 30 and 210, we find 10 new twin pairs (41/43, 59/61, 71,73, 101/103, 107/109, 137/139, 149/151, 179/181, 191/193, 197/199). Note that each number is derived by adding a multiple of the lower bound prime factorial 30 to one of the prime numbers (with some exceptions for relatively prime numbers) so 41 + 30 = 71, 11+3*30 = 101, …19+4*30=139 etc. Matrix 4, bounded by 210 and 2310, has 39 additional twin pairs. There are an infinite number of matrices. As the density of twin pairs per matrix is increasing, the number of twin pairs is therefore infinite.