What are you thinking RIGHT NOW?

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Re: What are you thinking RIGHT NOW?

Postby SlayerOfLight » April 16th, 2012, 7:48 pm

You shall not pass.
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Re: What are you thinking RIGHT NOW?

Postby wolfishgirl » April 16th, 2012, 7:49 pm

why does math have to get harder as you get older? why why why!!!! why did i have to take Precalc!!! and how do you expect me to know how to graph y=cosx on the interval -90*</=x</=360*
* means degrees
</= means less than or equal to
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Re: What are you thinking RIGHT NOW?

Postby RayCat » April 16th, 2012, 7:57 pm

^ I knoooow, maths is pure evil D:
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Re: What are you thinking RIGHT NOW?

Postby Shadowfax » April 16th, 2012, 7:59 pm

RayCat wrote:
Tekir wrote:Some persons are such drama queen/king. -.-
Shouting how bad and how depressed you always feel because of such little things that, in reality, don't really affect you that much just to get attention... that is pathetic.

eeeyep o.o *high-five*

Meh I won't concern myself with what's going on on facebook, I'll be out of school in about 6 weeks :P then I'm making a new account on there anyway


Ugh, facebook people are the worst. I deleted half my friends list a while back because they were moaning about stupid little problems. I woulda swapped with them any day!

Yus, it is attention seeky and annoying. You can block posts from people instead of deleting them though ;)
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Re: What are you thinking RIGHT NOW?

Postby wolfishgirl » April 16th, 2012, 8:00 pm

Thank you Ray, want to help me start a revolt against math??? its not like we need it... :O
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Re: What are you thinking RIGHT NOW?

Postby RayCat » April 16th, 2012, 8:07 pm

Shadowfax wrote:
RayCat wrote:
Tekir wrote:Some persons are such drama queen/king. -.-
Shouting how bad and how depressed you always feel because of such little things that, in reality, don't really affect you that much just to get attention... that is pathetic.

eeeyep o.o *high-five*

Meh I won't concern myself with what's going on on facebook, I'll be out of school in about 6 weeks :P then I'm making a new account on there anyway


Ugh, facebook people are the worst. I deleted half my friends list a while back because they were moaning about stupid little problems. I woulda swapped with them any day!

Yus, it is attention seeky and annoying. You can block posts from people instead of deleting them though ;)


Niie its not their posts, I think there's a little conspiracy going on behind my back is all :P it wouldn't be so bad if I didn't attend school with half the people on my facebook anyway lol...
aaanyway, new facebook names... Xiao Studmuffin sounds tempting...
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Always remember your pride
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Re: What are you thinking RIGHT NOW?

Postby Shadowfax » April 16th, 2012, 8:32 pm

Awwww, i've got four ratties asleep on my lap! So cute! ^^
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Re: What are you thinking RIGHT NOW?

Postby wolfishgirl » April 16th, 2012, 8:33 pm

why why why? why did you have to write a 6 page paper over organ transplant when it only had to be 2? why do you have to torture me like this Lyssa?????
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Married to vish

adopted daughter werewolfgrrly

adopted sister: unikels

adopted brother: Tora

Melonie's Aunt

Image
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Spoiler: show
Thank you Rogue and Sophie for the graphics.

friends list are in the spoiler, check out if you're good enough to be one. :D

Spoiler: show
Nicholas
Nukascar1
Arani
Biomac 92
Buffy
Libre
Banana
WildSimba
TheLionPrince
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TheRoguePrince
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Re: What are you thinking RIGHT NOW?

Postby Regulus » April 16th, 2012, 9:04 pm

wolfishgirl wrote:why does math have to get harder as you get older? why why why!!!! why did i have to take Precalc!!! and how do you expect me to know how to graph y=cosx on the interval -90*</=x</=360*
* means degrees
</= means less than or equal to


I don't know how much you already know about trig, so I'll try to explain this in the most simple way I can.

Think about what cosine means. It's the ratio of the adjacent leg of a triangle to the triangle's hypotenuse, based on an angle. Like this, where the angle being measured is the Greek letter theta (θ).

Image

So, let's assume theta is zero degrees, or a straight line. In this case, the adjacent leg and the hypotenuse are exactly the same. Since cosine is adjacent/hypotenuse, if the angle is zero, then cosine is going to equal one, because anything divided by itself is one.

Now, if you've taken geometry, then you'll know what the lengths of the legs will be if theta is 45 degrees. But if you don't remember that, it doesn't really matter. If the hypotenuse is 1, then both legs will be equal to the square root of two, divided by two. But that's not really important. All you need to know is that their length will be less than one, but still greater than zero. Just make some approximations, if you need to.

Now, you probably see where I'm going with this. Your equation is y=cos(x). You're graphing the values of what the adjacent length of a triangle is, based on what the angle is. But if you think about it for a minute, you'll notice that if you keep the same hypotenuse length, but only change theta, it starts to make a circle. Like this.

Image

Now, think about this in terms of a circle, with zero degrees being at 3 o'clock, 90 degrees being at 12, 180 degrees being at 9, and 270 at 6. For negative degrees, you just go the other direction, so that -90 is equal to 270. Yes, it's an arbitrary system, but that's just the way we do it.

Hopefully, this should make sense now. To graph it, all you have to do is ask yourself what the horizontal distance is at a point on a circle with that angle, and a radius of 1. That distance becomes your height on a graph, and the angle is the x-axis.

So, now we can do this. At zero degrees, the horizontal distance is 1. As the angle increases from 0 to 90 degrees, the horizontal distance starts to decrease, until it hits zero at the top of the circle. Then the distance starts to go negative, until it hits 180 degrees, at which the horizontal distance is -1. Then it increases again, where it goes down to zero at 270 degrees. Then, just go back to one, and you've made it a full circle. So, if you graph it, it will look like this.

Your graph should look something like this.

Image

But, since you have to graph it on the interval of -90 to 360 degrees, and because this is sin(x) instead of cos(x) yours will look slightly different. You just continue the wave pattern left a bit, so that at -90 degrees, you'll see the height at 0, and with 0 degrees, the height at 1. BAM! You're done.

Trig might seem intimidating, but don't worry about it. That's all you do in precalc, so you have the entire year to understand the material, and even then, you definitely aren't the only one who gets confused by this stuff. Most people will tell you they hate trig because it's too hard.

I hope that clears things up. As you can see, I'm a total math nerd. XD

...or you could just put it in your graphing calculator. That works too.
Regulus
Is differentiable...

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But convergence is not guaranteed.

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Re: What are you thinking RIGHT NOW?

Postby Shadowfax » April 16th, 2012, 9:10 pm

Wow, Regulus gave me a headache with all that math xD
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