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this year i am taking a trig class (because it's a requirement and because it looks good on your resume). we are learning about the unit circle. the π/6, π/3, etc etc confuses me so much. when i ask for help of course whoever is helping me asks what part do you not understand. THE WHOLE DARN THING! just do the problem for me so i can figure out the next one! so with that said, if anyone would be so kind as to explain the unit circle to me in words i would understand (just pretend you're explaining it to a 10 year old, which i'm not, but chances are i wil understand what you are saying, mathematically). thank you so much. i hope this ramble also answered the above question, "why doesn't anyone like math?" i wish i did. life would be a lot easier. i'm just more of a languages person
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Encyclopedias are not pure reference books, they are conveyors of information. The choice of language used and the pacing of the concepts could use some untangling. This is of course a problem with many of the maths related articles in
Knowledge, but it becomes frustrating when consistently each article viewed has the same language/style problems. One simply ends up going elsewhere to find out what a unit circle is for and how it works.
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complex plane, but the definition remains the same in either setting. The three functions you mention do not define different unit circles, they are only used to express the coordinates of the points on the unit circle in different ways. If you actually found sources for your point of view, you should probably throw them away as being useless.--
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i don't like math because the concepts are confusing. i don't enjoy math because if you don't understand one small detail, then your entire answer is off, or you don't know where to begin in solving the problem itself. math leads to frustration in my experience. it has always been my worst subject.
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Hi, I'd like to help people like me and myself in the future, who fall in this trap and confuse between UC in the complex plane, UC of sinus and UC of cosinus. I want to add a pic of 3 circles instead of the main image that will illustrate the differences. And plus I think there is a room to add the
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Perhaps I did not make myself clear enough. The images you posted are wrong! You have given cartesian coordinates of some points on various curves, but in no case do these points lie on a circle (unit or otherwise). At the very least, these diagrams are misleading and would do considerable harm to
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While you did initiate a discussion of this on the appropriate talk page, the lack of responses should have told you something. Your serious confusion of basic concepts made it hard for editors to react in a meaningful way. One could distinguish between unit circles in the
Euclidean plane and the
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is 1 (one unit). Now look what you did. You reverted my work, deleted twice something that someone else did. You are not aware of this material and apparently you need these schemes more than the students to whom I uploaded it because you publicly call yourself
Mathematician on Wiki pages. And
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This article is another truly terrible maths article within
Knowledge. Maths -isn't- hard if it is explained properly. The information in this article may be technically correct but if the knowledge cannot be conveyed clearly and simply to the audience then it is failing the encyclopedia.
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I can't see that the new image is better than the one that was there. It's lower quality, uses confusing notation, some of which is just plain wrong. The lead image should simply have one unit circle with some appropriate decorations, not 4 with incorrect use of ordered pairs.
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In the representation of the triginometric functions in the unit circle, it would be useful to add that the values of the tangent of an angle theta are also represented by the vertical tangent to the unit circle and the values of the co-tangent by the horizontal tangent.
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This article needs to be a reference. It is deeply related to how and why the unit circle works. The first section "Forms of unit circle points" even gives the formula without linking to it or explaining what it is.
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The protocol on
Knowledge talk pages is to add new material to the bottom of the page (this is not common in the rest of the web). I have taken the liberty of moving your comment here, I hope you don't mind.
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I saw you commented there is no link to resource. So first of all, I added a discussion prior to making the changes. Why undo someone's work and not leaving a comment asking for proper sources if that's the
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355:'Euclidean plane' is (deliberately?) unclickable. Are we, here, at the boundary between elicitation of responses to multiple-choice questions and professing of purported facts?
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sammary image I've added. Many people fail exams because of lack of such sammary on Google searches. It's a very common topic in many school tests and academic courses.
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What is the image at the bottom of the page for? I don't think a discussion of a circle of radius 1 versus a circle of diameter 1 has any place on this page.
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anyone using them to study for an exam. If your intent was to use them as a mnemonic device, they seem to me to be too cluttered to serve that purpose.--
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Geometers notation S: really? I don't think I have ever seen this - which is not to say it isn't used, but is it common enough to warrant inclusion?
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instead (in fact, I think it was asked there some time ago, maybe you should try looking in the archives for some useful responses). --
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The image I added might help people learn for their exams more efficiently. Where can add to be findable and in appropriate context?
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Actually I am preventing thousands of students from getting false information that will not help them on any exams.--
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The following
Wikimedia Commons file used on this page or its Wikidata item has been nominated for deletion:
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said. The new image is much worse than the old, and it makes a simple thing needlessly complicated.
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on
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647:, well then you're not right. sinus(teta) is the relation in the triangle which's angle teta and
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There are many people who like math. However, this isn't the right place for this question - try
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finally you prevented thousands of pupil not less smarter than you to prepare for the exam.
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for fixing the typo, the animation of thumbnails of large resolution GIFs is broken See:
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The image Circle-trig6.svg doesn't even come close to printing out correctly for me.
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i really like what we're doing in calculus, but everybody hates math...why is that?
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Secondly, you want me to add the sources in order to undo the undo?
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oh I see, you're saying that sin(2pi) has nothing to do with the
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1 unit, oftenly used to define the functions of trigonometry.
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Distinguishing between Unit
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yes it does. it completely relates to the unit circle.
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