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-="Math Clinic"=-

paHELP po!

x raised to 3 + (2a+1) x raised to 2 + (a raised to 2 + 2a-1) x + (a raised to 2 - 1)

sana po nagets po ung pRoblem,


anong gagawin dyan? ano yung pinapasolve?
 
paHELP po!

x raised to 3 + (2a+1) x raised to 2 + (a raised to 2 + 2a-1) x + (a raised to 2 - 1)

sana po nagets po ung pRoblem,

I'll just use this: ^ instead of saying raised to. Ok?

is this the problem: x^3 + (2a+1)x^2 + (a^2 + 2a - 1)x + ( a^2 ) - 1?

kung tama ang pagkakaintindi ko sa question mo:

:think: ANG HIRAP! :lol:

Ok sige heto na: (unsure though :unsure:)

( x^3 ) + ( 2a + 1 ) ( x^2 ) + ( a^2 + 2a - 1 ) x + ( a^2 ) - 1

( x^3 ) + 2a (x^2) + (x^2) + ( a^2 ) x + 2ax - x + ( a^2 ) - 1

*rearranging*

( a^2 ) x + ( a^2) + 2a (x^2) + 2ax + (x^3) + ( x^2) - x - 1

Using this step, magpapabalik-balik lang ang solution :upset:


Okay. Using other step:


taking out a^2 + 2a - 1

a^2 + 2a - 1 = ( a + 1 ) ( a - 1 ) *factored out*

( x^3 ) + [ ( 2a + 1 ) ( x^2 ) ] + [ ( a + 1 ) ( a - 1 ) ] x + ( a^2 ) - 1

Oh my! :noidea: I have no idea kung anong kasunod. :slap:

I'll edit my post kapag pumasok na sa isipan ko ang gagawin.

Sorry dude!

 
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paHELP po!

x raised to 3 + (2a+1) x raised to 2 + (a raised to 2 + 2a-1) x + (a raised to 2 - 1)

sana po nagets po ung pRoblem,

parang may mali po sir,,

ung sa (a^2+2a-1)x
hindi ba xa ganto (a^2+2a+1)x ?
positive po ung sa 1,,
 
paHELP po!

x raised to 3 + (2a+1) x raised to 2 + (a raised to 2 + 2a-1) x + (a raised to 2 - 1)

sana po nagets po ung pRoblem,

nakuha kona po sir!!!! hehehe

eto napo ung solution,,,

x^3 + (2a+1)x^2 + (a^2+2a-1)x + (a^2-) <"multiply lng po ung mga x">

x^3 + (2ax^2 + x^2) + (a^2x + 2ax - x) + (a^2 -1) <"rearranging lng po">

(x^3 + 2ax^2 + a^2x) + (a^2 + 2ax + x^2) - (x+1) <"factoring napo tayo">

( x ( x^2 + 2ax + a^2 ) ) + ( ( a + x )^2 ) - (x+1) <" rearranging po ulit dun sa first">

(x ( a^2 + 2ax + x^2 ) ) + ( ( a + x )^2 ) - (x+1) <" factoring po ulit">

[(x (a+x)^2 ) + ( (a+x)^2 )] - [(x+1)] <" then,, ilalabas po natin ung (a+x)^2 ">

(a+x)^2 ( x+1 ) - (x+1) <" then,, lalabas naman natin ung (x+1),,tapos boom!!!

(x+1) ( (a+x)^2 - 1 ) = eto na po ung sagot sir,,, isulat mupo sa paper para po maintindihan mupo,, baka po kasi di mupo magets,, slamat,, :dance: :dance: :dance:
 
nakuha kona po sir!!!! hehehe

eto napo ung solution,,,

x^3 + (2a+1)x^2 + (a^2+2a-1)x + (a^2-) <"multiply lng po ung mga x">

x^3 + (2ax^2 + x^2) + (a^2x + 2ax - x) + (a^2 -1) <"rearranging lng po">

(x^3 + 2ax^2 + a^2x) + (a^2 + 2ax + x^2) - (x+1) <"factoring napo tayo">

( x ( x^2 + 2ax + a^2 ) ) + ( ( a + x )^2 ) - (x+1) <" rearranging po ulit dun sa first">

(x ( a^2 + 2ax + x^2 ) ) + ( ( a + x )^2 ) - (x+1) <" factoring po ulit">

[(x (a+x)^2 ) + ( (a+x)^2 )] - [(x+1)] <" then,, ilalabas po natin ung (a+x)^2 ">

(a+x)^2 ( x+1 ) - (x+1) <" then,, lalabas naman natin ung (x+1),,tapos boom!!!

(x+1) ( (a+x)^2 - 1 ) = eto na po ung sagot sir,,, isulat mupo sa paper para po maintindihan mupo,, baka po kasi di mupo magets,, slamat,, :dance: :dance: :dance:

Wow! :wow: Buti na lang sir at nandito ka para tumulong! :salute:

Medyo nahilo lang ako. :lol: Kinalawang na talaga ako, grabe! :lol:

:thanks: sa pagtulong!
 
TS,pwede po magvolunteer na tutor.,pang elementary algebra at advance algebra?
 
yes may masasandigan na ako.hahah

Madaming gustong tumulong dito sa thread na ito. :D

TS,pwede po magvolunteer na tutor.,pang elementary algebra at advance algebra?

Hindi naman po kailangan ng approval ng thread starter to help in this thread. Welcome po lahat ng gustong tumulong. 'Yun din naman po ang gusto ng gumawa ng thread na ito. :D

hehehe,, basta tutulong po ko pag kaya kopo sir,,lagi pokong tatambay dito,,, :dance: :dance: :dance:

Ang galing mo sir! Keep sharing your knowledge! :hat:
 
gling at bait naman ng mga tao d2..

lalo na ung circuited soul..

hope na sna mging software enggineer ka..
laking tulong n2 s mga mejo nahihirapan makarelate sa math..
 
gling at bait naman ng mga tao d2..

lalo na ung circuited soul..

hope na sna mging software enggineer ka..
laking tulong n2 s mga mejo nahihirapan makarelate sa math..

Salamat sa compliment! Madami pong magaling dito dre. Nagkataon lang po na ang mga nasagutan kong tanong ay medyo basic lang. :hat:

Marami ka pang makikitang magaling mag-solve like Awadrea (Thread Starter), Angel Naomi and Jokerista! :thumbsup:

morning guys!!!

Magandang Gabi naman sa'yo Dre! :D (gabi na ko nag-online e) :lol:
 
gabi ka pala nag oonline sir soul,, hahaha :rofl:,,salitan tayo,,umaga ako gabi ka,,hehehe,,,

patambay ako ulit guys!!!! :thumbsup:
 
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Sa mga s60 ph0nes po ang cp na gamet, visit my thread by clicking may signature, madame po jan na MATH RELATED applicati0ns na pwde niyung magamet, lalo sa mga student.
 
maganda to dumadame na ang tutor haha

Sana madagdagan pa nga e. :pray:

gabi ka pala nag oonline sir soul,, hahaha :rofl:,,salitan tayo,,umaga ako gabi ka,,hehehe,,,

patambay ako ulit guys!!!! :thumbsup:

Hm, minsan umaga, minsan gabi ako kung mag-online. Kung kailan lang may oras. :rofl:

Sa mga s60 ph0nes po ang cp na gamet, visit my thread by clicking may signature, madame po jan na MATH RELATED applicati0ns na pwde niyung magamet, lalo sa mga student.

s60v3 phone ko e. Compatible ba? Check ko nga thread mo now. :rofl:

 
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