View Full Version : Math help
F9
26th September 2010, 13:56
Ok people, i will need some help once again, this time for maths!I never solved or seen maths in english, but tomorrow i have to take a test in maths completely in english!Needless to say, i cant even understand what some instructions say, cause i dont know the definitions in english
WTF does rationalize the denominator of the function means?
it gives me( i will use programming shits, cause i dont think i can do it just the way its written)
so (SQRT(x)-1)/(SQRT(x)+1)
how the fuck do i find the solution?
it also gives me 5 possible solutions, which are
a) (x-2*SQRT(x)+1)/(x-1)
b)x-1
c)SQRT(x)/(x-1)
d)x
e)none of the above
there are a couple more, but didnt got there yet, will post them later.
RED DAVE
26th September 2010, 17:42
Rationalizing the function basically means getting all the roots out of the denominator (the bottom half of the fraction).
(a) is correct
Here's how it goes:
(SQRT(x)-1)/(SQRT(x)+1)
This can be rewritten as
(x^1/2-1)/(x^1/2+1)
multiply both the numerator and the denominator by (x^1/2-1) or (SQRT(x)-1), which gives you
(x^1/2-1)(x^1/2-1)/(x^1/2+1)(x^1/2-1)
or, in your notation
(SQRT(x)-1)(SQRT(x)-1)/(SQRT(x)+1)(SQRT(x)-1)
This reduces to (x-2x^1/2+1)/(x-1),
which in your notation is:
(x-2*SQRT(x)+1)/(x-1)
(Long time since I taught math.http://www.revleft.com/vb/../revleft/smilies/biggrin.gifhttp://www.revleft.com/vb/../revleft/smilies/biggrin.gifhttp://www.revleft.com/vb/../revleft/smilies/biggrin.gif:D)
RED DAVE
F9
26th September 2010, 18:08
oh great thanks!:D
and weird thing is... i got it!:thumbup1::D
F9
26th September 2010, 21:08
ok new question. graphs and functions this time.
we have the graph you know the one like the cross, and on that i have a function who has its point(top) at (0,3) and creates a V left and right going up with the y line
What is function?
a)even
b)odd
c)both
d)neither
e) none of the above
:confused::confused:
Quail
26th September 2010, 21:17
If the function looks as though it is reflected in the y-axis then it's even:
http://upload.wikimedia.org/wikipedia/commons/thumb/d/dd/Function_x%5E2.svg/220px-Function_x%5E2.svg.png
F9
26th September 2010, 21:19
its like that, its just "higher", and its not rounded
Ok, thanks, but why its even? :p I need to know that if im going to get it right tomorrow;) also what is odd?
F9
26th September 2010, 21:43
heres another one, whats the formula to convert degrees to radians, and the other way around(radians to degrees)?
Jazzhands
26th September 2010, 21:48
heres another one, whats the formula to convert degrees to radians, and the other way around(radians to degrees)?
Degrees to radians-multiply by Pi/180.
Radians to degrees is 180/Pi.
Tjis
26th September 2010, 22:58
This might be helpful: http://mathworld.wolfram.com/
There you can find out the definitions of mathematical words, formulas, etc.
¿Que?
27th September 2010, 00:39
ok new question. graphs and functions this time.
we have the graph you know the one like the cross, and on that i have a function who has its point(top) at (0,3) and creates a V left and right going up with the y line
What is function?
a)even
b)odd
c)both
d)neither
e) none of the above
:confused::confused:
If the function is like what Kayl posted, but not curved, then the y coordinate increases as the absolute value of the x coordinate does. And you will get the same value for y, regardless of whether x is positive or negative. That's all I know as math is not my forte.
F9
27th September 2010, 09:20
ok people, mission is officially failed:lol:
Good thing is, i was told that this was to get the good ones to a class with higher level, so yeah, i think i prefer the lower level on maths, they give on my nerves
Jazzhands
27th September 2010, 22:40
ok people, mission is officially failed:lol:
Good thing is, i was told that this was to get the good ones to a class with higher level, so yeah, i think i prefer the lower level on maths, they give on my nerves
Hey, this'll cheer you up! Math is my absolute worst subject, and I just got a 99% on a test! :Danyway, this actually helped me learn the stuff by teaching it.
This would be a good thread to sticky...
Manifesto
27th September 2010, 23:42
While this is open I might as well get on it.
Solve by whichever method seems easiest. Give both real and imaginary roots. Be sure not to lose or gain roots.
4t=1+15t^2
Manifesto
28th September 2010, 04:13
Could really use some help with that to get me started.
Tjis
28th September 2010, 04:38
While this is open I might as well get on it.
Solve by whichever method seems easiest. Give both real and imaginary roots. Be sure not to lose or gain roots.
4t=1+15t^2
first bring all terms to the same side
15t^2 - 4t + 1 = 0
Then solve for t using the method described here, keeping in mind that the square root of -1 is i: http://mathworld.wolfram.com/QuadraticEquation.html
Manifesto
28th September 2010, 21:01
first bring all terms to the same side
15t^2 - 4t + 1 = 0
Then solve for t using the method described here, keeping in mind that the square root of -1 is i: http://mathworld.wolfram.com/QuadraticEquation.html
Thanks that really helped refresh my memory.
RED DAVE
29th September 2010, 23:58
To take a little of the sting away from math, try this by a Marxist historian.
A Concise History of Mathematics - by Dirk Struik (http://books.google.com/books?id=ECkXB-T2mwIC&printsec=frontcover&dq=struik+a+concise+history+of+mathematics&source=bl&ots=2leET_Yoa8&sig=RP20krBhbtj-izeww46VagKrpWI&hl=en&ei=2sOjTK_oIYG78gahldSRCg&sa=X&oi=book_result&ct=result&resnum=3&ved=0CCMQ6AEwAg#v=onepage&q&f=false)
(Trivia: Struik lived to 106! (http://en.wikipedia.org/wiki/Dirk_Struik))
RED DAVE
F9
16th October 2010, 22:16
ok, maths again, but with a different number system, binary :p
i was having a hard time with this one example, i now think i got it, but i am not sure.I can get the result pretty easily cause its just 4 bits number, but the procedure is the one counts.Its division, the other are pretty simple, i thought this one was too, but when i came to the examples i started finding it difficult..
so... 1001/11 (of course result is 11 or 9/3=3)
__11_
11)1001
x -11
(not possible so i put 0, and move to the next bit)
100
(getting next 0)
- 11
(subtraction is possible so i add 1 to the solution)
0011
(get the next bit, the 1, down)
- 11
(substraction is possible so i add 1 to solution)
0000
The end
Is my "procedure" correct?I know the result is correct, but i have the doubt of my thinking cause i knew the result from before and maybe it just happened to fit to this example.I dont know what was special about this example, i did others and didnt find any problem, but this...:confused: i dont know, maybe its just because i was reading for hours and i had years to do such a thing:lol:
Edit:I hope you get it, i got them perfectly lined, but i always hated the replying system that fucks up the spaces:mad:
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