For the math-heads
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Jason Henderson wrote: Trig is all about circles. Trig is all about triangles. At least that's what I was always told...and that's what I've seen. Jason Henderson wrote: Not that I recall. Lucky...it's not fun at all.
When I can talk about 64 bit processors and attract girls with my computer not my car, I'll come out of the closet. Until that time...I'm like "What's the ENTER key?" -Hockey on being a geek
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Isn't math fun? :)
When I can talk about 64 bit processors and attract girls with my computer not my car, I'll come out of the closet. Until that time...I'm like "What's the ENTER key?" -Hockey on being a geek
Some of my students are not enjoying it much.:( Last week's exam results were so bad that I'm retesting in a week. Seriously, you'd think that people who do perfectly on homework would pay attention on an exam, rather than racing through it and failing to read the questions completely.:doh: "Your village called -
They're missing their idiot." -
Jason Henderson wrote: Trig is all about circles. Trig is all about triangles. At least that's what I was always told...and that's what I've seen. Jason Henderson wrote: Not that I recall. Lucky...it's not fun at all.
When I can talk about 64 bit processors and attract girls with my computer not my car, I'll come out of the closet. Until that time...I'm like "What's the ENTER key?" -Hockey on being a geek
The basics of trig were taught to me using a circle of radius 1. Almost anything can be broken into right triangles and the hypotenouses of those triangles can be seen as the radius of a circle.
"It is better to remain silent and be thought a fool than to open one's mouth and remove all doubt." - Abraham Lincoln
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I'm playing around with graphing, and I'm trying to figure out the following: Draw a line from point A (0,10) to point B (100,10). Now draw a line from point B to point C, in such a way that C is below B, and angle ABC is 100 degrees. AB and BC have the same length. How do you calculate the coordinates of point C?
The answer is a set of coordinates, isn't it? anything on the ray starting at B through some point C which satisfies your criteria, is actually a valid response. I'm I way off my thinking here?
"The beat goes on.. da-da-dum dadum dum"
BW
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Some of my students are not enjoying it much.:( Last week's exam results were so bad that I'm retesting in a week. Seriously, you'd think that people who do perfectly on homework would pay attention on an exam, rather than racing through it and failing to read the questions completely.:doh: "Your village called -
They're missing their idiot."Last week's exam results were so bad that I'm retesting in a week. Seriously, you'd think that people who do perfectly on homework would pay attention on an exam, rather than racing through it and failing to read the questions completely or id think they cheat on their homework lol todo.... :: insert inpirational text here ::
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:laugh: I gotta remember that the next time I hit on a portugese speaking female mathematician/physicist. :-D "Hey baby. If you let me get cosine with your theta, I'll make you breakfast in the morning!" :-D -- Yeah well, my daddy can beat up your daddy!
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AB and BC are the same length, so we can assume they are radii of a circle with the origin at (100,10). Using polar coordinates, x=radius*(Cosine(Theta)) and y=radius*(Sine(Theta)): x=(100*cos(280)+100) = 117.365 y=(100*sin(280)+10) = -88.481 Roughly. If you apply the distance formula: distance=sqrt((x2-x1)^2 + (y2-y1)^2)) distance=sqrt(17^2 + (-98)^2)=sqrt(289+9604)=99.464 Pretty close to 100.
"It is better to remain silent and be thought a fool than to open one's mouth and remove all doubt." - Abraham Lincoln
When I read this, I think it's high time that MathML is assimilated into the web standards collective (IE, Mozilla, you name it). Imagine all the beautiful and geeky stuff we could write in the lounge! :-D I remember the university days with LATEX. Heck, even I could write really good looking reports with it. :cool: -- Yeah well, my daddy can beat up your daddy!
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Oops. :doh: I read it as (100,10) - (10,10)! My trig was right though. Until someone corrects me on that! Iain