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quadratic formula roxxors t3h big onez!111
Precisly. But the obvious observations are the ones that are most often overlooked. For me at least. lol.
ok, I guess I messed up when that happend. So it doesn't matter which somes first? Not even the exponant rule?
I made a small oberservation which is really obvious but I never quite realized before and it has helped me to simplify quicker once I've solved for the values of some variables.
if xy = 1, then x and y are reciprocals of eachother, so if you know x = 2 you know y = 1/2. Of course solving for x or y does the same thing but its slightly faster to just take the reciprocal.
Likewise, if xy = 5, then x = 5 times the reciprocal of y and y = 5 times the reciprocal of x. Of course you can just solve for x or y but I find it faster to simply take the reciprocal and multiply times 5.
So obviousy if xy= n then x = n/y and y = n/x but if I think of it as x = 1/y * n, or y = 1/x*n its slighty faster to do in my head, for me at least.
Likewise, if xyz = 1, then the product of 2 of the variavles equals the reciprocal of the other, and I think if xyz = n, then the product of 2 of the variables will equal n times the reciprocal of the other.
I find its just good to be aware of this, it tends to speed things up.
The rules for logarithms are:
log m + log n = log mn
log m - log n = log n/n
x log m = log of m to the x'th power.
But which comes first? Sometimes you get long logarithmic equations and it doesn't come out because I didn't use these simplifications in the correcto order.
Which comes first?
not sure I understand the question. Is this an Arithmatic Mean type problem?
[Mikau: Your intro is not lost, I had it in my browser's cache! -MathsIsFun]
Hi, I'm mike. But you can call me Mikau.
I was homeschooled by my mother who didn't know much about math beyond 9th grade level. My dad was in advanced placement math when he was in school but he was too busy to teach me any advanced math, so I really didn't learn any high school math.
Mid spring of this year, I realized since I was 18 it was time for me to choose a career, I decided I'd like to be a video game programmer, since I'm fond of games, computers and thought it would be neat to program since I like creativity and rational thinking. However I was dismayed to find that all courses required above all else, math skills. Now I had never done even algebra 1. Not even algebra 1/2! But I wasn't going to let that stop me.
I asked my dad to teach my a lesson of algebra every day after he was done work and he said ok, but that was just too slow. I had to know high school math and I had to know it fast. So I began studying it on myself. I found if I read carefully, slowly and payed close attention to what was happening, it wasn't hard to teach myself. So I began studying relentlessly, doing 3 lessons a day which takes about 4 to 5 hours. (about an hour to study the lesson and an hour each of practice problems) my text books are 120 lessons each meant to be spread out over an entire school year, so I finish about a years worth of work in 40 days. Unfortunatle, mid summer I had a bit of a delay obtaining the next text book and I lost a painfull bit of time on that.
Anyways, I've now completed Algebra 1, Algebra 2 and I will be done trigonometry in 2 weeks. :-D man... its hard to believe only a year ago I didn't even know algebra 1!
Next month I start calculus. After that, I'm not sure what I'm going to do. There are some books on math for 3d game programmers that involve physics and 3D projection geometry, which are my main goals in my study. But I could also take calculus 2...
I got stuck on a problem on the normal curve the other day and went searching to see if their were any math message boards where I could ask for help, and thats how I found this place.
I didn't say nothing is hard. Rocks are hard, skateboarding is hard. But math isn't hard. Its just unfamiliar.
Hey, do you think I got the above problem right?
I'm just ticked cause I lost my introduction post. :-(
weird. I needed to reregister my name. Thats me. Just so you know.