maths help (me HU**A kiyala dendoooo)

zed

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meke slove koranne kohomedooooo?
:rolleyes::rolleyes::rolleyes::rolleyes::rolleyes::rolleyes::rolleyes::rolleyes::rolleyes::rolleyes::rolleyes:
 

zed

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nagaya said:
intrigrate it by x
then dy/dx=0
then u'll get stationary points :D
bit specific pleese

Code:
onne intigrate kolame


y = 2x + 6/x
y = 2x + 6x^-1

dy/dx = 2 - 6x^-2

slove koraddi

0=2-6x^-2
-2=-6/x^2

minus welete minuse nathi wenewa

2 = 6/x^2

haras gunithaya

6/2 = x^2

then the answer is 

+or- Sq root 3

thx eranga_m 4 the online hlp:D:rofl:


dan oke apply korenewa 1st eq 1kte
 

nagaya

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yeah then u'll get stationary points...then check max or min...
ai ban umbala owa karalama nadda?umba AL neda?AL walata owa ugannawane

zed said:
bit specific pleese

Code:
onne intigrate kolame


y = 2x + 6/x
y = 2x + 6x^-1

dy/dx = 2 - 6x^-2

slove koraddi

0=2-6x^-2
-2=-6/x^2

minus welete minuse nathi wenewa

2 = 6/x^2

haras gunithaya

6/2 = x^2

then the answer is 

+or- Sq root 3

thx eranga_m 4 the online hlp:D:rofl:


dan oke apply korenewa 1st eq 1kte
 

zed

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nagaya said:
yeah then u'll get stationary points...then check max or min...
ai ban umbala owa karalama nadda?umba AL neda?AL walata owa ugannawane
AL neme ban


dan kohomede ban max the min the kiyela hoyanne

kiyela diyanneko
mate melo magulak therenne na:(:dull::oo::baffled:
 

nagaya

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zed said:
AL neme ban


dan kohomede ban max the min the kiyela hoyanne

kiyela diyanneko
mate melo magulak therenne na:(:dull::oo::baffled:
dan mehemai
point eka x=3 kiyala awnam
ita poddak adu ekak like 2.9 wage dy/dx ta aadesha kaloth enne + ekak
& wadi ekak like 3.1 aadesha kalama enne - ekak nam eka max ekak ne
anik paththata awoth min ekak...

dan stationary point godai nam aadesha karanna one ewa athara ekak..nathnm wena ekaka function eke hasireema ennne....

umba owa monatada balanne ?

meka balapn

http://mathworld.wolfram.com/StationaryPoint.html
http://library.thinkquest.org/C0110248/calculus/cartestat.htm
http://www.tlchm.bris.ac.uk/~paulmay/misc/1s/calclt5.htm

hope these will help u :D
 

zed

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nagaya said:
dan mehemai
point eka x=3 kiyala awnam
ita poddak adu ekak like 2.9 wage dy/dx ta aadesha kaloth enne + ekak
& wadi ekak like 3.1 aadesha kalama enne - ekak nam eka max ekak ne
anik paththata awoth min ekak...

dan stationary point godai nam aadesha karanna one ewa athara ekak..nathnm wena ekaka function eke hasireema ennne....

umba owa monatada balanne ?

meka balapn

http://mathworld.wolfram.com/StationaryPoint.html
http://library.thinkquest.org/C0110248/calculus/cartestat.htm
http://www.tlchm.bris.ac.uk/~paulmay/misc/1s/calclt5.htm

hope these will help u :D


me gane compleete specific solution 1kk denne puluwando:D:D:D:D:D:D
 

nimaz

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zed said:
11111aaaaaaaaaek9.jpg




meke slove koranne kohomedooooo?
:rolleyes::rolleyes::rolleyes::rolleyes::rolleyes::rolleyes::rolleyes::rolleyes::rolleyes::rolleyes::rolleyes:

Theory:

For a function: y = f(x), a stationary point is a point on the function graph where the gradient of the function is zero.

If the gradient of the function changes sign at the stationary point, then it is called a turning point, which can be a maximum or minimum



If f''(x) < 0, the stationary point at x is a maxima
If f''(x) > 0, the stationary point at x is a minima
If f''(x) = 0, the stationary point at x is a point of inflexion

-------------------------------------------------------------------------------------------------------------------

this is the answer!

Y= 2X + (6/X)
Y= 2X + 6X^(-1)
dy/dx = 2 - 6X^(-2) (to find the stationary point)
therefore

0= 2 - 6X^(-2)
OR
0= 2 - 6/(X^2)
6/(X^2) = 2
6 = 2(X^2)
3= (X^2)
X = (+ OR - ) (SQUARE ROOT OF 3)
SUB X = (+ OR - ) (SQUARE ROOT OF 3) IN Y= 2X + (6/X)
TO GET THE Y VALUES

THE NATURE OF EACH POINT...
X = + SQUARE ROOT OF 3
Y =......
IS A MINIMA

X = - SQUARE ROOT OF 3
Y = ......
IS A MAXIMA

GOOD LUCK :)
 

nagaya

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zed said:
me gane compleete specific solution 1kk denne puluwando:D:D:D:D:D:D
dan mehemai machan
stationary points +mula3 and -mula3 ne
dan mehema gamu

from -infinty to -mula3 dy/dx > 0
on -mula 3 dy/dx=0
from -mula3 to +mula3 dy/dx < 0
on +mula 3 dy/dx=0
from +mula3 to +infinty dy/dx > 0

so at -mula3 it's max ; at +mula 3 it's min
StationaryPoint_700.gif