\(\Large{TUTORIAL:-}\)
How to find the quadratic & cubic polynomials if there zeroes are given .....
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OpenStudy (anonymous):
(x-a)(x-b).......
where a,b and so on are the roots
OpenStudy (vishweshshrimali5):
@Brittney.Anne ask ur questions separately
OpenStudy (theviper):
QUADRATIC polynomial :-
If zeroes are \(\alpha\ \&\ \beta \) then polynomial will be find by this :-
\[x^2-x(\alpha + \beta)+\alpha \beta\]
CUBIC polynomial :-
If zeroes are \(\alpha, \beta \ \& \ \gamma \) then polynomial will be find by this :-
\[x^3-x^2(\alpha+\beta+\gamma)+x(\alpha \beta+\beta \gamma+\gamma \alpha)-\alpha \beta \gamma\]
OpenStudy (vishweshshrimali5):
Ye tutorial tha ............ viper ?
OpenStudy (vishweshshrimali5):
:D
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OpenStudy (vishweshshrimali5):
ADVICE : never post such tutorials again ;)
OpenStudy (vishweshshrimali5):
Just joking
OpenStudy (vishweshshrimali5):
:D:
OpenStudy (vishweshshrimali5):
;)
mathslover (mathslover):
too much comments(off topic)
1) friends delete your off topic comments that may decrease the publicity (TRP) of @TheViper
2) short and sweet tutorial... good @TheViper but please explain more or give examples
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OpenStudy (unklerhaukus):
neat tutorial
mathslover (mathslover):
:D @UnkleRhaukus
OpenStudy (jiteshmeghwal9):
\[\LARGE{\color{red}{\cal{too \space short \space tutorial \space bro ;)}}}\]
OpenStudy (jiteshmeghwal9):
just joking :)
OpenStudy (unklerhaukus):
\[:\ddot D: \]
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OpenStudy (lgbasallote):
that is what's called evolutiion @mathslover ...tutorials are short and less detailed but more notations nowadays >:))
mathslover (mathslover):
no comments...
OpenStudy (vishweshshrimali5):
@TheViper
see the irony.............
Your lattice of question say \Large{TUTORIAL:-}\ ............. and your tutorial is small(but gud)............
Just noticed it today