Mathamania discussion
Math Help
message 1:
by
[deleted user]
(new)
Jan 24, 2009 01:59PM
Help me, all you geometry dorks! I want to make A+ averages, too!
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Could you be more specific? Are you talking about the real Geometry like: Prove that tirangle ABC is congruent to triangle DEF when AB is congruent to DE and that angle D is congruent to angle A? Or just regular geometry that we learned in elementry like: Find the area of the square when one side is 134?
3^2x
-----
3^2x-1
=???????
simplify. this was on my homework.
-----
3^2x-1
=???????
simplify. this was on my homework.
it's supposed to be three, but i have no idea how to do it.
X(
X(
yeah. i don't know how they did that. this is so confusing. i got
1
--
9
1
--
9
yay! this is a TAKS thingie. blech!!!!!!!!!!
First, I need to clarify what the problem is exactly. Is it (3^2)x-1 or (3^2x)-1 or what? Are we solving for x?
No. Could you write it down again, just so that I can make sure I understand what the exact equation is? And is the answer suppose to be just 3?
What is a question again??Is it 3^2x or 3^2x-1???or is it 3^2x/3^2x-1?????
I cannot solve it until I get the real problem....
sorry. oh! i get it.
see, the exponent is x. double that, it's the same on the bottom, so it doesn't really matter. on the bottom, you subract one exponent value
so, for example,
3^2x
----
3^2x-1. pretend that the x is one. then you multiply it by two. so, 3^2=9. but, two minus one is one, so it equals
3^2
----
3^1. that's 9/3 which is three
YAY I FINALLY UNDERSTAND
see, the exponent is x. double that, it's the same on the bottom, so it doesn't really matter. on the bottom, you subract one exponent value
so, for example,
3^2x
----
3^2x-1. pretend that the x is one. then you multiply it by two. so, 3^2=9. but, two minus one is one, so it equals
3^2
----
3^1. that's 9/3 which is three
YAY I FINALLY UNDERSTAND
Oh, okay. So the x is there just to confuse you and it doesn't really mean anything. Hmmm...interesting.
But, (I'm not contradicting you, I trust that you're right, I just want to understand), you would get the same answer if the question was:3^2/3^2-1
right?
3^(2x)/3^(2x-1) is the same as 3^(2x-2x+1), which is 3^1, or 3... gee yall are slow and really behind..XD
Yep, we're all here because we love math and want to have fun with it. Whether it's 2+2=4 or x = {-b (+-) (the square root of b^2 - 4ac)} / 2a.
Too bad I can't wirte the quadratic formula. I just memorized the whole thing. Guess what this formula is: ax^2 + bx + c =0 (I think this is correct.)
I know, the quadratic formula is really cool! That's what I attempted to write up there *point to post 37*, but it didn't work so good because of the square root and the plus/minus. Oh, well. I'm not sure what the exact name of your formula (ax^2+bx+c=o) is, but you use it when solving by factoring.
how the heck do you do a parabola? y=(###)(###)??? this is confusing. please explain.
Well, let's just say that this is our problem:-x+x^2 = 12
you can rearrange the problem so that it is now:
x^2 - x - 12 = 0
we can then factor:
(x-4)(x+3) = 0
and finish:
x = 4, -3
Does that make sense?
We are going to learn parabolas soon. I learned it last Monday. I'm trying to get finished with algebra as fast as I can so I can go to geometry.
oh.......like james? jasmine wants to shoot him. good luck.
Thanks for telling you jasmine wants to shoot james? or good luck? the good luck is for both geometry and jasmine.




