How To Self-Study Math

Comments · 1.9K

• UN

  @undyingbutterfly6087 · 3 years ago

  I cant self study math because I don't have that horse statue...

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• HP

  @HPS1979 · 2 years ago (edited)

  A salute to those who learned math late in life, despite numerous obstacles. <br><br>It wasn&apos;t about ability; it was about juggling multiple responsibilities. <br><br>Your efforts are admirable, whether you are supporting your family, confronting challenges, or dealing with mental health issues. <br><br>Keep going.

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• SE

  @sergeydukman5832 · 4 years ago (edited)

  &quot;Not everything will make sense and that&apos;s normal&quot; - the most relieving thought I got in a while, while studying math.

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• BO

  @bon3xprod · 1 year ago

  <a href="https://www.youtube.com/watch?v=fb_v5Bc8PSk&amp;t=386">6:26</a> &nbsp;and even if you didn&apos;t LEARN anything, you still spent an hour studying math.. pretty cool if you ask me

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• AB

  @AB-zq4fw · 4 years ago

  For anyone struggling with learning anything. Set a timer for 20min and then take a 10 min break. Slowly increase your time spent studying and decrease your time spent breaking. This is a great tactic, especially for learning math.

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• TH

  @TheGreekGodOfWallStreet · 3 years ago

  I love how empty and plain your study is. It’s like you are some sort of math monk. Very minimalist and very clean as well.

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• LI

  @lisa_wkw2046 · 4 years ago

  I have a love–hate relationship with maths. I love the concept behind it and how everything can be explained by it, and I love solving math problems when I get the answers right and understand it. However, I get super frustrated whenever I get calculations wrong, and my math teacher doesn’t really explain stuff to us. <br>But this video is so inspiring and makes the process of math studying like a ritual. Huge thanks, I can’t wait to do math tomorrow actually!

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• HE

  @hectorpotnoodle6927 · 1 year ago

  Came here to learn how to self-study maths.<br>Left here wanting to buy stationary.

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• SR

  @srteawer234 · 4 years ago (edited)

  1. Gather your supplies. - Timer, pen, paper to write on without any lines. &nbsp;<br>2. Pick a quiet location, (very secluded and quite spot to sit down). But if you failed at it, try to find a place you can go.<br>3. Pick a book- grab a mathbook and start reading it. <br>.ex) calculus- James Stewart/<br>(Advice of reading book)<br>-What section you want to read? -something that&apos;s interesting but pushes you a little bit. or you feel uncomfortable. <br>4. Set the timer to an 1 hour. <br>5. Start reading a book to make sure you know that definiton<br>-Try writing down the definiton without looking at the book until you know it<br>6. Prove it on your own without looking at the solution and do a couple of more practice.<br>7. Continue reading and doing all the examples. <br>8. Try to understand as much as you can from the examples given in the book.<br>9. Starting doing as many problems as you can. -Answering to odd problems is a good help.<br>10. Problems without any examples - Try to go back to the section and gain some information you can use to help solve the problems.<br>11. Reflect what you did, how meaningful your time was. -&gt; You learn a lot from mathematics. <br>12. Buy a binder and stack it on it or throw it away. <br>13. If you feel uncomfortable or confusing about the math concepts, Study more. <br>14. Pick an another book to understand it completely.

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• 6.

  @6.8886 · 2 years ago

  You talked about pencil more than books😂

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• CA

  @cardinalityofaset4992 · 4 years ago

  Hey, I really like your method. I use very similar approach, except I don’t have a piece of paper and pen. Instead I use a white board, as I like standing and talking while studying. I often imagine that I am a teacher standing infront of a class, having to explain what I have just read. When I get stuck I go back to the textbook and read it again. The process is really fun and you learn a lot, but it is super time consuming. Revising whole chapter can take up to 6-8 hours.

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• LO

  @lobijuni · 7 days ago

  The image of the mathematical structure: learning mathematics can be understood as a construction project. Not every day adds a new brick. Some days serve instead to let what has already been learned settle and connect with existing knowledge. The building necessarily remains incomplete—yet over the years, it can become more stable, taller, and richer. The building does not grow visibly every day; reviewing, reflecting, and correcting are also part of the construction process.